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Questioning in the Classroom: The Effects of Engaging Questions on Attitude A Capstone Project Submitted in Partial Fulfillment of the Requirements for the Degree of Master of Arts in Teaching: Mathematics Jenny Fries Department of Mathematics and Computer Science College of Arts and Sciences Graduate School Minot State University Minot, North Dakota Summer 2011

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Questioning in the Classroom: The Effects of Engaging Questions on Attitude

A Capstone Project

Submitted in Partial Fulfillment

of the Requirements for the Degree

of Master of Arts in Teaching: Mathematics

Jenny Fries

Department of Mathematics and Computer Science

College of Arts and Sciences

Graduate School

Minot State University

Minot, North Dakota

Summer 2011

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This capstone project was submitted by

Jenny Fries

Graduate Committee:

Dr. Larry Chu, Chairperson

Mr. Larry Goodman, Advisor

Dr. Bob Crackel

Dean of Graduate School

Dr. Linda Cresap

Date of defense: July 5, 2011

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Abstract

The intent of this project was to determine whether engaging questions would

improve students‘ attitudes toward time spent on lecture and notes in math class.

Essential questions were incorporated into a chapter of geometry. Although a few

of the students seemed to be more engaged, most seemed to be lost or less willing

to think critically and respond. The change in attitude overall was slightly

positive, but not enough to be a significant change.

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Acknowledgements

I thank my advisor, Larry Goodman, for all the editing he has done on my

paper and also for the guidance he has given me throughout this process. I also

thank all of my Minot State teachers, Laurie Gellar for her help with statistical

analysis of my data, Dr. Larry Chu and Bob Crackel for their time as committee

members. Heather, thanks for all the proof-reading and editing you did as well,

and for being there to share ideas, frustrations, and finally success.

Thank you to my family and friends for supporting me and understanding

when I worked on grad school ―stuff‖ instead of spending time with you. It‘s

good to know it has all been worth the extra effort. I also thank my classmates for

being a fun bunch of people to spend summer days with; I will miss you and have

many great memories of the summers in Minot. And to Rob, for sitting by me and

supporting me as I worked on nice evenings, weekends, and school breaks, thank

you for being so great and seeing me through to the end!

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Table of Contents

Page

Abstract .................................................................................................................. iii

Acknowledgements ................................................................................................ iv

List of Tables ....................................................................................................... viii

Chapter One: Introduction .......................................................................................1

Motivation for the Project ............................................................................1

Background on the Problem.........................................................................2

Statement of the Problem .............................................................................3

Statement of Purpose ...................................................................................3

Research Questions/Hypotheses ..................................................................4

Definitions....................................................................................................4

Summary ......................................................................................................4

Chapter Two: Review of Literature .........................................................................5

Essential and Follow-up Questions ..............................................................6

The Teacher‘s Role in Questioning ...........................................................11

The Student‘s Role in Questioning ............................................................14

Preparation for Questioning .......................................................................16

Summary ....................................................................................................18

Chapter Three: Research Design and Method .......................................................19

Setting ........................................................................................................19

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Intervention/Innovation..............................................................................20

Design ........................................................................................................20

Description of Methods..............................................................................21

Expected Results ........................................................................................23

Timeline for the Study ...............................................................................24

Summary ....................................................................................................24

Chapter Four: Data Analysis and Interpretation of Results ...................................25

Data Analysis .............................................................................................25

Interpretation of Results .............................................................................32

Summary ....................................................................................................34

Chapter Five: Conclusions, Action Plan, Reflections, and Recommendations .....35

Conclusions ................................................................................................35

Action Plan.................................................................................................36

Reflections and Recommendations for Other Teachers.............................37

Summary ....................................................................................................39

References ..............................................................................................................40

Appendices .............................................................................................................43

Appendix A: Question Examples...............................................................44

Appendix B: Teacher Behavior Coding Sheet ...........................................45

Appendix C: Principal Consent Form ........................................................46

Appendix D: IRB Approval .......................................................................47

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Appendix E: Consent Forms ......................................................................48

Appendix F: Student Attitude Survey ........................................................52

Appendix G: Student Attitude Survey Key ...............................................54

Appendix H: Responses and Questioning Strategies Tables .....................56

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List of Tables

Table Page

1. Data Collection Tools ................................................................................22

2. Occurrence of Question Types ...................................................................26

3. Category Means .........................................................................................27

4. Means of Paired Differences in Pre- and Post-Surveys .............................28

5. Pre-and Post-Survey Median Frequency ...................................................30

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Chapter One

Introduction

Wake up! This was a phrase I did not want to be saying to students in my

class, but has happened too many times in the last few years. How could they

possibly be bored in math? I have been guilty of falling into a rut of a routine in

my math classroom, the worst of this being lecture and notes. During this time,

students were unengaged, uninterested, and in their words ―bored.‖ Instead of

working to change what I was doing, I tended to blame the students for not paying

attention. After reflecting on my teaching style, though, I thought the boredom

may be cured or at least improved by changing my questioning techniques. I also

thought if I could get the students thinking critically they might have better

understood the material and improved their mathematical skills.

This chapter is an introduction to my project of implementing new

questioning techniques to engage the students, spark their interest, increase

critical thinking, and get the students interacting with one another. Explained here

in greater detail are the problems I encountered, the reasons for having chosen the

topic of questioning, and what questions I hoped to answer through my research.

Motivation for the Project

Last year during my evaluation, I shared with my assistant principal the

feeling of being in a rut in my math classroom: going over homework, answering

questions, giving notes, assigning new homework. The questions I posed to my

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students left many lost, uninterested, or unresponsive. My principal suggested

changing my method of questioning and gave me a handout on questioning he

received at a conference. I took this piece of paper and filed it in my ―to do‖

binder.

When deciding on a topic for my capstone course, this piece of paper

came to mind, as did my desire to change my methods of questioning during notes

or lecture time. I was also reminded of our building goal to foster critical thinking.

I wanted students to be more interested, engaged, and thinking critically while in

the classroom. That was the main motivation for my project.

Background on the Problem

I found students in my classroom tended to be bored, uninterested and

unengaged. Most of the focus during notes and questioning was on me, the

teacher. This was a problem because the time in my classroom was being wasted

(not only mine as an educator, but the students‘ time too) when only one or two

students were listening to, thinking about, or responding to my questions. This

was not a problem that developed over time. I think it is one I have had to some

extent every year but have not taken the time to address or change.

Engaging students and getting them interested in math through

questioning is significant because class time should be utilized in such a way that

as much learning as possible is taking place. The problem of trying to engage

unengaged students is worth studying because I could reach and teach many more

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students. Questioning techniques I used and implemented can be used every day

in my classroom in the future to engage and demand the interest of the students.

Statement of the Problem

The attitudes students typically brought to my math class tended to be

negative or neutral. This was not usually in response to the teacher personally, but

the material presented in class. I think this might have been partially due to the

way I chose to present and question students on new material. The questions I

asked tended to require one word answers or one correct answer; they did not

engage students or require them to think in depth about the problem or topic at

hand. Also, when only one or two students were responding to the current

question, the other twenty-some students remained idle. I wanted students to have

a more positive attitude toward learning math, and I wanted them to be more

engaged, thoughtful, and involved when in the classroom.

Statement of Purpose

I researched and implemented questioning techniques to engage students

and take some of the focus off of me, the teacher. Another focus of these

questions was on critical thinking skills. Through the questions, I also planned to

give students more time to process and share information with each other. In order

to develop questioning techniques, I recorded several periods of lecture and notes.

I used these to change my questioning habits and incorporate more engaging,

thoughtful questions in my lessons.

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Research Questions/Hypotheses

The main question this paper addresses: Will engaging questions improve

students‘ attitudes toward time spent on lecture and notes in the math classroom?

Subsequent questions include:

Will engaging questions promote student interactions?

Will engaging questions move the focus from the instructor to the

students?

Will engaging questions maintain students‘ interest in the classroom?

Definitions

Essential questions—questions pertaining to the main concepts of a lesson and

whose answers are more than a simple word or number

Student attitudes—students‘ positive or negative feelings about a particular

situation or topic

Summary

Bored, uninterested, and unengaged students led me to examine my

methods of questioning in my classroom. I hoped to change my classroom into a

more engaging, interesting environment through research and implementation of

other questioning techniques. Research showed teachers could get students

interested, engaged, and thinking critically through the questions asked (Chuska,

2003; Rubie-Davies, 2007). In the next chapter, I describe types of questions, the

teacher and student roles in questioning, and preparation for good questioning.

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Chapter Two

Review of Literature

The intent of this project was to determine whether engaging questions

improved students‘ attitudes toward time spent on lecture and notes in math class.

Much research has been done on questioning. Kelin (2007) mentioned major

challenges teachers face when questioning students in the classroom.

Questioning is hard. It can be long and frustrating and easily dead-ends

when students give pat answers in the hope of ―getting it right‖ by giving

the teacher the answer he or she wants to hear. Questioning requires

knowledge of how to ask questions that stimulate thought and authentic

answers. It requires knowledge of the age and achievement levels of the

students. It requires time, as often their answers may need clarification or

create new questions, or require restating when the answers suggest the

students are looking for the ―right‖ or ―easy‖ answers…. Memorizing

facts or reading information informs participants, but those processes do

not engage the students on emotional and imaginative levels that make the

learning real, imperative, and tangible (pp. 107-108).

Methods and intent of questioning, the teacher and student roles in questioning,

and proper preparation are all factors that apply to good questioning in the

classroom (Kelin, 2007). Much of the research connects questioning to student

understanding or thinking, but none to the students‘ attitudes toward mathematics.

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Essential and Follow-up Questions

What makes a question ―good‖ or ―bad‖? What makes a question thought-

provoking as compared to dull and boring? How can a teacher get students to

think critically before responding to a question? How do we decide as educators

what we should ask? There is not one easy answer to each of these questions, but

educators could consider essential questions and their following questions as a

starting point.

Essential questions are at the heart of much research on questioning.

Wiggins and McTighe (2005) said the goals of such questions are ―to stimulate

thought, provoke inquiry, and to spark more questions‖ (p. 106). The main

concepts of the lesson can be addressed through specific essential questions, and

the question‘s answer is more than just one word or number. According to Brown

(2009), ―essential questions are particularly well suited to the task‖ and ―essential

questions focus on the development of students‘ ability to sustain inquiry and

critical thinking‖ (p. 25). Although other researchers did not use the term

―essential questions‖, their research described questions in a similar fashion.

Chuska (2003) pointed out students must be able to see what they are learning in

the classroom is applicable beyond the particular lesson, and the teacher‘s

questions should reflect that idea. Good and Brophy (1994) said to focus on

moving students toward central understandings through questions based on the

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most important concepts. Grossier (1964) said, ―Collectively, the net effect of all

questions asked, should be the achievement of the lesson‘s aim‖ (p. 21).

When it comes to questioning with the purpose of learning, critical

thinking is essential (Paul & Elder, 2005). ―Without critical thinking guiding the

process of learning, rote memorization becomes the primary recourse, with

students forgetting at about the same rate as they are learning and rarely, if ever,

internalizing powerful ideas‖ (p.10). The goal of teaching students to think

critically is to make them learn how to learn and become lifelong learners

(Mascolo, 2009). If students can explain concepts in their own words and find

examples in their own lives connecting to a concept, they have achieved critical

thinking and have taken ownership of the concept or idea. Teachers who used

open-ended, essential questions were shown to engage students in critical thinking

more frequently. In her 2007 study of high and low-expectation teachers, Rubie-

Davies (2007) randomly selected twelve teachers from eight schools near

Auckland, New Zealand. She found students of teachers who avoided such open-

ended, essential questions had fewer chances to think critically. Students were

more likely to learn interactively with others when given the chance to think

critically (Chuska, 2003).

A good essential question must have either characteristics or activities

reinforcing the main concept of the lesson and promoting critical thinking. Other

more general or specific questions aid in the lesson, but are not as pertinent or as

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driving as the essential question (Brown, 2009; Caram & Davis, 2005). Simply

asking one good essential question without the proper follow-up defeats the

purpose of asking the question in the first place (Wiggins & McTighe, 2005). If

the dialogue, activity, or lesson following an essential question hinders the

essential question, the students are left at a dead end. ―Answers…often signal a

full stop in thought. Only when an answer generates further questions does

thought continue as inquiry‖ (Elder & Paul, 2006, p. 3). Asking students to make

inferences beyond the scope of a closed question can turn it into an essential, or

useful follow-up question (Rubie-Davies, 2007).

Good & Brophy (1994) said a major factor to consider when questioning

is the planning for the sequence of questions asked. The follow-up questions may

actually determine whether a question is essential to begin with (Wiggins &

McTighe, 2005). Factors influencing the sequencing of questions include the

teacher‘s planning and the response of the student: correct, incorrect, or

incomplete (Mewborn & Huberty, 1999). Specific, justified, and complete

describe three qualities teachers typically look for in student answers (Hannel &

Hannel, 2005). If the students have thought critically and responded appropriately

to a question posed, the teacher may continue in the planned sequence.

However, the outcome is not always what the teacher desires; the way a

teacher responds to an incorrect or incomplete response varies depending on the

initial question asked, the sequence of questions planned, and the intent of the

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initial and follow-up questions. Different strategies may include asking probing or

leading questions, asking specific questions, or asking general questions.

Listening to students‘ responses is an important factor in asking productive

follow-up questions (Franke, Webb, Chan, Ing, Freund, & Battey, 2009).

Questions can fall under several categories, a few examples being probing,

leading and yes-no. Specific examples of essential and such follow-up questions

can be found in Appendix A. ―Probing questions require the student to think

beyond the initial response; they direct, develop, or refocus the student‘s

response‖ (Caram & Davis, 2005, p. 21). Franke, et al. (2009) conducted a

Southern California study in three elementary classrooms in a large school

district. They found students were more likely to find a way to the complete or

correct solution by means of specific probing questions. Also, the other students

gained insight through the probing questions because of the time available to

connect their thoughts to the response of the student called upon.

Though similar to probing questions, leading questions may not be the

best choice for a continuation of a student‘s response. ―Leading questions did not

provide opportunities for students to build on their own understanding‖ (Franke,

et al., 2009, Discussion, para. 5). The focus of these leading questions is on facts

and recall instead of stimulating critical thought of big ideas (Wiggins &

McTighe, 2005). Instead of indicating something significant or engaging is about

to happen, these questions act more like a stop sign to signal the end of thought.

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Students may see such questions as harassing or annoying rather than stimulating

thought and growth. ―Questions should be asked only if the teacher really wants a

response‖ (Good & Brophy, 1994, p. 388). Leading questions should not be used

as the basis for a lesson; however, they are appropriate at times.

There are both pros and cons to yes-no questions. On one hand, ―initial

yes-no questions confuse the lesson focus and waste time, so it is better to ask the

real question in the first place‖ (Good & Brophy, 1994, p. 387). Students may try

to predict the answer of such questions based on teacher cues rather than think

critically about the actual question. Also, yes-no questions do not show student

understanding and are categorized as requiring lower-level thought. Conversely,

yes-no questions do have their place in the classroom at appropriate times.

Grossier (1964) and Wiggings and McTighe (2005) agreed that a yes-no question

could be a warm-up to other questions. ―Many yes/no, either/or, and

who/what/when questions offer the potential to spark impressive curiosity,

thought, and reflection in students, depending upon how they are posed and the

nature of the follow-ups‖ (Wiggins & McTighe, 2005, p. 111). These questions

may also be a good start for shy students who are less likely to respond with

lengthy answers required for other, higher-leveled questions.

Note, though, no one type of primary question or sequence of follow-up is

a fool-proof way to elicit further student response (Franke, et al., 2009). Teachers

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should keep in mind the level of the question is not necessarily as important as the

intent and the sequence of questions posed (Good & Brophy, 1994).

―A family of questions signals lively and iterative movement between

narrow and broad inquiries, and between tentative and deeper

understandings and further needed inquiries. The art of teaching for

understanding requires a delicate mix of open and guiding as well as

topical and overarching inquiries‖ (Wiggins & McTighe, 2005, p. 118).

With the purpose of the lesson and aim for student achievement in mind, teachers

should pose a mixture of questions in differing sequences at multiple cognitive

levels (Hannel & Hannel, 2005).

The Teacher’s Role in Questioning

In addition to the types and sequencing of questions asked, the educator

plays an important role in how the rest of the questioning plays out. This includes

the type of the question asked, the posing of the question and eliciting answers

from students, the wait time for the student‘s answer, and the wait time in

responding to the student‘s answer. The sequencing and types of questions

considered were previously discussed, so the focus here is calling on students and

the wait time for the response.

The teacher can create a more active or passive learning experience for the

students based on the way questions are posed and the way responses from

students are obtained. A few different ways of finding responses to questions

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include: calling on an individual before asking the question, asking the question

before calling on an individual, posing the question to groups in the class, asking

the question and allowing students to answer at any time, or posing a question and

asking students to write their answers. In general, ―questions are likely to prompt

the attention of the person queried and probably most of the students in the

immediate vicinity‖ (Hannel & Hannel, 2005, p. 34). Good & Brophy (1994)

suggested avoiding calling on an individual before the question is posed as this

signals to other students they will not be called upon and therefore are not

required to think about their own solution. This tactic may be useful to catch the

attention of a daydreaming student. Calling on one individual after posing a

question requires all students to pay attention and think about the problem before

a particular student is chosen.

Teachers must allow students an appropriate amount of time to think about

a question before eliciting a response. Various amounts of wait time are deemed

as appropriate by differing research, but a general guideline would be to wait for

about three to ten seconds (Caram & Davis, 2005). These times may vary though,

depending on the level of thinking required by the question. For instance, a

critical thinking, high-leveled question may take more than ten seconds whereas a

simple, yes/no question being used for quick feedback may take three or fewer

seconds to think about and answer.

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During lecture, note taking, and questioning in the classroom, another

problem educators come across is most of the focus being on the teacher, so the

teacher is active while the student is passive (Chuska, 2003; Mascolo, 2009).

Students may believe their only role in the classroom is to listen. According to

Deed (2009), the educator must work hard to transform students from listeners

into active learners. Low-level questions with the intent of recall are considered to

make the student passive while the teacher is active (Good & Brophy, 1994). One

possible solution is to ask essential questions. These questions stimulate students

to think about why they are learning a topic, rather than seeing it as ―something to

be done and then submitted‖ (Deed, 2009, p. 486).

In a different instance of an active teacher and passive students, when

students take longer to answer a question than the teacher intends, the teacher may

answer his or her own question (Chuska, 2003). The teacher could make an effort

to rephrase the question or ask a series of easier questions to remedy this

situation. The method to share an answer with another student, group of students,

or writing the answer down before sharing with the class as a whole may be used

to get the focus off the teacher and onto the students (Mewborn & Huberty, 1999).

Finally, calling on only one student may create an environment where

most students are passive, while one student is active (Mewborn & Huberty,

1999). To engage more students, the teacher can ask whether the other students

got the same or differing answers, how they arrived at those solutions, or again

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share with others their thoughts on the problem. Another benefit to sharing like

this is the students considering more than one method to arrive at a correct

solution.

During the student‘s answer, there are a few guidelines instructors may

want to keep in mind. Allow the student sufficient time to explain his or her mode

of thinking. ―Students who are given opportunities to explain their thinking begin

to value the problem-solving experience and become more active in their own

learning‖ (Mewborn & Huberty, 1999, Finding the time for questioning, para. 2).

Teachers should respond with positive reinforcement; however, they should also

wait before immediately giving praise to a student for a correct or acceptable

answer (Caram & Davis, 2005). Also, teachers should listen carefully to the

student‘s response and wait for some time before responding to the student. This

is with the intent of learning as much as possible about the student‘s thinking,

allowing the student to elaborate if necessary, and for the teacher to respond with

an appropriate follow-up question or response to the student‘s answer to continue

the interaction (Chuska, 2003; Olson, 2008). In order to maintain all students‘

attention, the teacher should maintain direct eye contact with the student being

questioned as this brings other students‘ attention in his or her direction.

The Student’s Role in Questioning

First, to get students to answer and ask good questions of their own, they

must feel comfortable sharing their thoughts openly with the class (Caram &

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Davis, 2005; Chuska, 2003; Mewborn, & Huberty, 1999). In Pieczura‘s (2009)

words, ―…they must feel free to question, debate, and change their minds without

repercussion‖ (p. 24). Major reasons students may not feel comfortable sharing an

answer or question in class may stem from former experiences. The student may

be afraid to fail, afraid of ridicule, lacking confidence, unsure, or uninterested in

the question.

The establishment of a safe learning environment does not ensure all

students will feel comfortable sharing their ideas. In this case, the teacher may ask

students to share their answers in pairs, then in groups of four, and finally with the

entire class (Mewborn & Huberty, 1999). Before sharing with the entire class, the

shy or unwilling students are given time to refine their answers if needed within

the smaller group sharing.

―Students often bring essential questions into a unit of instruction on their

own. Students become excited and interested when instructors allow them

opportunities to question and expand their knowledge and skill base‖ (Pieczura, p.

26). Teachers should point out that it is not only okay to ask questions, but it is

expected and students should feel encouraged to ask questions in the classroom. It

may also be helpful to indicate learning is taking place, if the students can become

good questioners. ―The questioning pupil is the thinking pupil‖ (Grossier, 1964, p.

53). Finally, as put by Paul and Elder (2007),

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―All disciplines are ultimately defined by the questions asked by experts

within the discipline and how answers to those questions are pursued.

Thus all ideas within any subject are intimately connected with the kinds

of questions asked in it…. Thus, to understand and think within any

subject, students must become active and disciplined questioners within

the subject‖ (p. 14).

Preparation for Questioning

Teachers influence students in everything they do in the classroom and are

the main factor in student achievement (Olson, 2008). This includes questioning.

Asking good, essential questions takes deliberate planning on the teacher‘s part.

In one period, teachers tend to ask fifty to seventy questions (Chuska, 2003). With

the goal to increase critical thinking, teachers should reduce the number of

questions posed to five or six good, essential questions. These questions take time

to design. Teachers must think of what concepts or generalizations they want their

students to grasp from the lesson. If teachers want a specific outcome, they must

find a way to question students in order to achieve the outcome. In order to

decrease the number of questions and provide adequate time for critical thinking

and real-life examples, teachers must decide what topics from the lessons are

possible to omit.

There are tips to ensure the implementation of essential questions. It is

suggested teachers keep a list of prewritten questions (Grossier, 1964; Olson,

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2008). Also, consider different sequences of follow-up questions based on a few

possible student answers. Bad habits are hard to break, so teachers may find

themselves asking nonessential questions or responding to students in a

nonproductive manner. If a teacher finds this to be the case, he or she may

rephrase the current question or stop to think before speaking.

According to Caram and Davis (2005), teachers must consider the fact

questions may have more than one solution and to ask questions in such a way to

interest the students and invite all learners to respond. For open-ended questions

posed in class, teachers can anticipate likely student responses and think of ways

to respond before the question is posed (Stein, Engel, Smith & Hughes, 2008).

This also means the teacher will have to work through the problem before class in

order to find likely solutions and likely errors made by students. Students may

still think of other approaches, but the teacher will be more adequately prepared

for student questions by working through several solutions beforehand.

Teachers should also keep students‘ previous knowledge in mind when

presenting and teaching new material.

―Both students and teachers must be active in the learning process, both in

and out of the classroom. …although students must be active in the

construction of new knowledge, students do not construct knowledge in a

vacuum; they require direction, guidance and instruction that is sensitive

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to their existing levels of understanding relative to the skills and

knowledge under construction‖ (Mascolo, 2009, p. 14).

Since new knowledge is based on existing knowledge, a teacher‘s job is to

provide students with direction and opportunities to learn. ―A good teacher is one

who is able to engage the student‘s existing ways of knowing and introduce

novelty in such a way as to prompt transformation in the structure and content of

a student‘s knowledge and skills‖ (Mascolo, 2009, p. 6).

Summary

The teacher, teacher questioning, and student questions play a crucial role

in the classroom. The teacher plans and poses most questions and creates a safe

learning environment where student answers and questions of their own are

encouraged. Good student questions are an indication of the occurrence of critical

thinking and learning. The teacher also evaluates the response(s) of the students

and gives the students feedback on their answers. The next chapter includes an

explanation of how I planned to study my own teaching style, developed essential

questions for my lessons, and implemented those into my classroom.

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Chapter Three

Research Design and Method

The intent of this project was to determine whether engaging questions

would improve students‘ attitudes toward time spent on lecture and notes in math

class. The project was conducted at my current school. I anticipated a few

difficulties in the implementation of the project, but was hoping for the most part

it would go smoothly. This chapter includes the setting of the study, plans for

implementation, possible problems, and the means of data collection.

Setting

I was a fifth year math teacher, in my second year at my current school. I

previously taught at a small town school with an enrollment of less than one

hundred in grades nine through twelve. The school where I taught at the time of

the project was in an urban setting with a high school enrolment of approximately

one thousand students. Participants included a mixture of geometry students from

ninth to twelfth grade. The students took the same course from me, at different

times throughout the day.

I thought student attendance and participation might affect the study.

Students who missed a day or few days of lecture, notes, and discussion would

not have the same experience or exposure to questioning and thinking as the other

students. Also, if a student was unwilling to participate in group work,

discussions, or engage in critical thinking, the student missed the main purposes

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of the project. Another factor may have been the time of day the students took the

class.

Intervention/Innovation

Before I began the study, I videotaped seven of my current lessons and

used a tally sheet (See Appendix B) to determine my current methods of

questioning, wait time, and response time to students‘ answers. I used this data to

help prepare for the new unit and practice changing wait time or other factors

necessary before the study.

I then wrote and used essential, critical thinking questions for one unit in

geometry. Each day we covered new material, I asked two to six questions to

encourage critical thinking and student interactions. Students were given adequate

time to respond to questions, and I also tried to respond to their answers in an

appropriately-timed manner. Videotapes of myself during lessons were used as a

means of collecting this data. I used the same coding sheet as I did before the

study.

Design

I used a mixed-methods design for my study to determine whether

engaging questions would improve students‘ attitudes toward time spent on

lecture and notes in math class. Survey research was the main focus, including

both quantitative and qualitative data. If the numerical data from surveys did not

show any significant results, I was hoping comments and opinions from students

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would show a positive effect of essential questions. Also, as part of participant

observation, a teacher journal helped document small, daily changes.

Description of Methods

The school‘s principal was asked to sign a form, seen in Appendix C,

approving the study to be conducted in my classroom. Once IRB approval was

obtained (See Appendix D), IRB-approved letters asking for permission to collect

student data were completed and signed in class by the students and sent home for

the students‘ guardians to sign. See Appendix E for informed consent letters.

Students were given two weeks to return the forms, and I sent home another

permission letter with students who had not yet returned their forms. No data was

collected or used from students who did not participate in the study. This includes

both students who chose to opt out and whose parents would not allow their child

to participate. See Table 1 for a description of the data collection tools used in the

study.

Once all permission letters had been returned, I administered a survey a

day or two before the start of the unit. The survey included questions on a

modified Fennema-Sherman scale. Topics included students‘ feelings toward

questions, methods of questioning used in the classroom, and current attitudes

(ranked on scale with positive and negative) toward lecture, notes, and discussion.

See Appendix F for the survey. Students remained anonymous when filling out

the surveys as a means of encouraging them to be honest with their answers.

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Table 1

Data Collection Tools

During the unit, I videotaped a few of my lessons to see if my timing or

questioning strategies had changed in a positive manner consistent with research.

I also wrote in a daily electronic journal to keep track of information throughout

the unit. I recorded whether each of my planned essential questions was asked

Questions to be

answered

Video Tapes Pre and Post-unit

Surveys

Journal

Will engaging

questions improve

students‘ attitudes

toward time spent

on lecture and

notes in the

classroom?

Used to determine

student levels of

attitude (positive

or negative

feelings) during

notes and/or

lecture.

Used to record

observations of

students,

comments during

lecture and notes,

and interesting

responses to

questions.

Will engaging

questions promote

student

interactions?

Used to document

number and type

of interactions.

Used to record

observations of

student

interactions.

Will engaging

questions move

the focus from the

instructor to the

students?

Used to document

observations of

daily classroom

activity and

implementation of

the questions.

Will engaging

questions maintain

students‘ interest

in the classroom?

Used to determine

the level of

interest in being in

the math

classroom.

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during the lesson. Also, I documented my thoughts on the students‘ responses to

the questions and lessons as a whole.

At the completion of the unit, students took a test. A portion of questions

on the test were connected to the essential questions asked throughout the unit.

These questions helped determine what students gained from time spent in

lecture. Students also filled out the same survey as they did before the start of the

unit. Again, student answers remained anonymous. These results were compared

to the student pre-unit surveys.

Results from the surveys were analyzed using the key for the survey (See

Appendix G). Each question had a point value from 1-5. Each survey had a total

for attitude. The totals were used to analyze the degree of positive or negative

feelings toward time spent on notes and lecture in the classroom.

Expected Results

My hypothesis was the implementation engaging questions would improve

students‘ attitudes toward time spent on lecture and notes in math class. An

additional hypothesis was students would begin to see the true nature of

mathematics and the critical thinking involved in the process of learning. I also

thought asking these questions would increase student interactions. If student

interactions did increase, I thought less of the focus during lecture and notes

would have been on me, and more focus would have been on the students.

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One difficulty of being both the one who implemented the questions and

observed the reactions of students was that I may have lost my objective focus in

the study. My opinions may have affected the journaling and observations.

Timeline for the Study

The study began midway through the third quarter of geometry. This

lasted the duration of the unit. The timeframe was approximately three weeks,

with surveys administered before and after the unit.

Summary

The intent of this project was to determine whether engaging questions

would improve students‘ attitudes toward time spent on lecture and notes in math

class. The data collection methods used for the mixed-methods project included

taping lessons, student surveys, and teacher journals. I thought the use of

engaging questions would improve students‘ attitudes toward time spent on

lecture and notes, specifically making them more positive.

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Chapter Four

Data Analysis and Interpretation of Results

The intent of this project was to determine whether engaging questions

will improve students‘ attitudes toward time spent on lecture and notes in math

class. The results and analysis of data gathered from video tapes, student surveys,

and a teacher journal from the study are described in this chapter.

Data Analysis

Video tapes. Prior to the study, I videotaped seven lessons I taught

without trying to change my normal teaching style and methods of questioning.

For each lesson, the occurrences of types of questions asked, methods of

interacting with students, and my responses to students were tallied using the

teacher behavior form (See Appendix B). The same method of taping and tallying

was used for twelve lessons during the implementation of the project. Percentages

for each category of questions asked prior and during the study are summarized in

Table 2. The categories of critical thinking, extended answer, and probing

questions increased by a total of twenty-three percent. At the same time, simple

recall and yes/no questions decreased by a total of twenty-one percent.

Information pertaining to my methods of calling on students and questioning

strategies are included in Appendix H (See Table AG1 & Table AG2).

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Table 2

Occurrence of Question Types

Percent Occurrence

Type of Question Pre-Study During Study

Recall 19.4% 14.4%

Yes/No 16.8% 5.8%

Leading 26.7% 14.8%

Probing 22.5% 32.9%

Critical Thinking 4.2% 10.7%

Extended-answer 0.5% 6.6%

Simple Math/Solve 6.3% 9.5%

Try this/problem 3.7% 5.3%

Student survey. In addition to taping lessons prior to the study, I

administered a survey (See Appendix F) to 21 students, fourteen female and seven

male. Also, seven were freshmen, eight sophomores, five juniors, and one senior.

Each survey statement was scored with a value ranging from 1 to 5. A higher

number corresponds with a more positive attitude, so the scoring for positive

statements and negative statements are reversed. For example, in a positive

statement, Strongly Agree scored a 5 whereas Strongly Disagree scored 1. In a

negative statement, Strongly Agree scored 1 while Strongly Disagree scored 5.

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I administered the same survey to the same students after the completion

of the project. Since three categories comprised the types of statements (See

Appendix G), the means of each category and for all students were calculated.

The difference in means from the pre-survey to post-survey were also calculated

(See Table 3). Note there was a positive change in all categories, and the

statements as a whole.

Table 3

Category Means

Category Pre-

Survey

Post-

Survey

Difference in

Surveys

All Statements 3.81 3.91 0.10

Confidence in asking and answering

questions

3.56 3.74 0.18

Learning gains due to notes, lecture, and

questions

3.98 4.02 0.04

Usefulness of time spent on lecture,

notes, and assignments

3.85 3.98 0.13

Since the data was dependent, a paired t-test was also run on each

student‘s pre-survey compared to post-survey total scores to determine

significance of the results. The mean and standard deviation of the paired

differences were calculated for the total survey score (all statements) for each

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student and the total score for each of the three categories of statements

(confidence in asking and answering questions; learning gains due to notes,

lecture, and questions; usefulness of time spent on lecture, notes, and

assignments). The null hypothesis for each test was that there would be no

difference in the mean scores for the pre- and post-surveys. The alternative

hypothesis was the difference would be greater than zero. The results of the paired

analysis for all statements and for each category are summarized in Table 4.

Table 4

Means of Paired Differences in Pre- and Post-Surveys

Category Difference

in Means

Standard

Deviation

95%

Lower Bound

t-value p-value

All Statements 4.95 21.98 -3.12 1.03 0.16

Confidence 3.24 9.65 -0.39 1.54 0.07

Learning Gains 1.15 6.83 -1.43 0.77 0.23

Usefulness 1.33 6.85 -1.25 0.89 0.19

Note. Test significance at the 05.0 level.

The t-test for the total survey score showed a t-score of 1.03 and a p-value

of 0.157, with significance level. Thus, there was a failure to reject the

null hypothesis as the test shows insufficient evidence that students had

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significant attitude growth from the pre- to post-survey. Similar results occurred

in the three categories of questions as well. All t-tests showed a failure to reject

the null hypothesis and insufficient evidence of significant student attitude

growth.

Medians were also calculated for each statement. Table 5 displaying the

frequencies of each median score also shows a slight increase in positive attitude.

For the medians of all questions in the survey by student, three students‘ attitudes

increased by a value of 1, and the rest showed no change. In the category of

confidence in asking and answering questions, 7 students median score increased,

1 decreased, and the remaining students showed no change. This category showed

the greatest number of students with a positive increase. The greatest decrease

occurred in learning gains due to notes, lecture, and questions. Here, 3 students‘

median score decreased, 2 increased, while the rest showed no change. In

usefulness of time spent on lecture, notes, and assignments, there was an increase

in 5 students, decrease in 2, and no change for the remaining students.

Table 5

Pre-and Post-Survey Median Frequency

Positivity 5 4 3 2 1

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Pre-Survey 1 29 0 1 0

Post-Survey 3 27 1 0 0

Teacher journal. A journal was used to document the implementation of

essential questions and my thoughts after each lesson. To analyze journal entries,

I read through several times and found four main themes. These include the way

in which I posed questions, difficulty of the questions asked and students being

lost, student interactions and participation, and getting students to think and

develop possible solutions to questions on their own.

At first, I implemented my questions by including most of the questions

on my flipchart document. After a few lessons, since I was trying not to repeat

questions, I started to pose the questions verbally. At that point, I struggled asking

the questions in the way they were initially prepared, so another change was

implemented. I kept a list of my questions and possible follow-ups with me

throughout the lesson.

The first day I began asking my essential questions, students seemed to be

lost or confused. For some questions, I would get ―blank stares‖ or no response,

so I would elaborate, give samples or examples, or ask an easier leading question

to get the students thinking. Even in the middle and near the end of the

implementation of my questions, I encountered students either giving blank stares

or guesses.

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Another situation encountered throughout the study was getting students

to be willing to think, or try to come up with a solution to questions posed. On the

first day, my thought was, ―Maybe they aren‘t used to trying in the first place so

they see a thinking question and immediately shut down.‖ As I noted later, ―One

said that we wasted time when I was waiting for them to ‗guess‘ the answer. That

leads me to think they are doing exactly that: guessing.‖ Near the end of the

study, the same trend continued, ―…but I am still having trouble getting the

students to think! They will spit out some guess before they will be willing to

think through the problem and come up with a solution they understand and can

explain in their own words.‖ Also, ―They don‘t seem to care whether they have an

answer or not when I call on them.‖

Student interactions, most days, were minimal. I found many students

unwilling to share their thoughts and ideas even when students were asked to

share with a partner or small group before sharing thoughts with the entire class.

However, there were also a few students in each class who willingly participated

and worked well discussing solutions and approaches in groups. In one class

period, I documented ―A few of the groups were actually discussing their ideas,

but I had about a third to half of the class keeping their thoughts to themselves or

not even attempting to look at the problem/question. Even after I asked them to at

least look at the board, they didn‘t do a thing.‖ This was the trend throughout the

implementation of the project. Near the end, I noted ―I asked my first question,

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and there was no response. I even asked to students to visit with a partner, but

even then only 2 of the students talked.‖ The final day, though, ―essential question

got several students interacting and volunteering answers. Although the students

didn‘t think about their answers for as long as I would like, the responses were

applicable and not guesses.‖

Interpretation of Results

Question 1: Will engaging questions improve students‘ attitudes toward

time spent on lecture and notes in the classroom? The results of the survey

indicate a slight positive change in the average attitude in all categories. The

greatest change was seen in confidence in answering and asking questions. I

thought the change would be positive, but it is not as high as I expected. The t-test

shows further evidence that the increase in student attitude was not significant.

The medians also showed a slight increase, but again, not as high as I

expected. The median is a good measure for modified Fenema-Sherman surveys,

such as the one used in the study. This is due to the nature of the answers. For

instance, if a statement has a median value of 4, this means at least half the

students had a positive attitude toward the statement.

The surveys were a reliable source of data. I wrote the survey myself,

based on a Fenema-Sherman survey. This was then reviewed by a graduate

committee before it was administered to the students. The surveys were also given

in a test-retest fashion to increase reliability.

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One small error occurred in the surveys. A few students did not fill out the

back of their surveys prior to the study and one student did the same in the final

survey. I did not tell the students there were two sides and did not think to check

if both sides were filled out once the surveys were collected. In those cases, the

responses were blank when I entered the data. This error may have affected some

data, specifically the means and medians when comparing the pre- and post-

surveys.

The journal entries for this question did not show a change in attitude. The

unwillingness of many students to participate and respond to questions occurred

frequently throughout the implementation of the project.

Question 2: Will engaging questions promote student interactions? From

my journal notes, student interactions were minimal throughout the project.

Students were reluctant to visit about the questions unless told to do so. Even

then, some did not participate. This was not what I expected to happen. I thought

if I challenged the students, they would be more likely to want to share ideas with

one another and help come up with solutions. Some students seemed less

responsive than usual, and ―shut down‖ when asked the essential questions.

Question 3: Will engaging questions move the focus from the instructor

to the students? My journal notes did not address this topic specifically, but there

were times that I noted no response in students and again, some students were

unwilling to participate and discuss ideas. Students still tended to tell me their

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answers, even when asked to discuss among small groups. In general, most of the

focus was still on me as the teacher. This is not what I expected, but part of it may

be due to how I posed questions and reacted to students. In particular, ―I still

repeated student answers and my questions frequently.‖

Question 4: Will engaging questions maintain students‘ interest in the

classroom? Again, journal notes suggest the questions did not maintain students‘

interest. ―Students seemed quite bored near the end.‖ Also, students‘ blank stares

and low participation in groups show little interest in the questions and discussion

occurring.

Summary

A focus of essential questions in lessons did slightly increase students‘

attitudes toward time spent on lecture, notes and assignments. However, the

increase was not high enough to show any significance. Student interactions were

not increased by essential questions, and the main focus did not shift away from

the instructor to the students. The next chapter will further discuss the results,

conclusions and recommendations for future research in the topic of essential

questions.

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Chapter Five

Conclusions, Action Plan, Reflections, and Recommendations

The intent of this project was to determine whether engaging questions

would improve students‘ attitudes toward time spent on lecture and notes in math

class. Several conclusions could be derived through surveys and observations

noted in a teacher journal.

Conclusions

Question 1: Will engaging questions improve students‘ attitudes toward

time spent on lecture and notes in the classroom? I did not see an overall

improvement in students‘ attitudes throughout the study. The survey results with

no significant change in attitude as well as observations made in the teacher

journal support this statement. Most of the students seemed to be more frustrated

than anything when I would ask my planned essential questions for the lesson. I

believe questions alone will not improve students‘ attitudes.

Question 2: Will engaging questions promote student interactions? With

observations in the teacher journal, this result was similar to the attitudes: no

improvement. Students were reluctant to talk to one another and discuss thoughts.

Even when prompted to visit or share ideas, most students would sit quietly,

staring at the board or their paper. The few who did interact were the students

who tend to participate more in the normal lecture setting. Some responded

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directly to me instead of interacting with other students, which was not the

outcome I was working toward.

Question 3: Will engaging questions move the focus from the instructor

to the students? My opinion on this topic was again, no. The students seemed to

want me to give them information and give them answers after a short period of

time.

Question 4: Will engaging questions maintain students‘ interest in the

classroom? In my opinion, some students seemed much more interested in the

material, or at least thinking about possibilities beyond the textbook information.

These same students were the most participative and engaged as well. On the

other hand, I also believe I lost some of the students‘ interest throughout the study

because of the questions asked. I do not believe the questions were difficult, but I

do think some students did not see the relevance in the questions or in striving to

find any solution.

Action Plan

I plan to modify my original action plan. I believe throughout my study, a

few of the aspects and methods worked well, while others did not mesh with my

teaching style and/or the combinations of students I encountered this year.

I do believe essential questions encourage critical thinking and will

continue to find more essential questions to ask in class. I do not necessarily

intend to use these questions to change students‘ attitudes, but more to challenge

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students and strive to turn them into deep thinkers. My plan for the next year is to

incorporate one or two essential questions into each class period. I feel if I can get

the students thinking and working together to form solutions on the first day, it

may be easier to continue the process throughout the year.

Another method I plan to continue is striving to increase student

interactions. I believe the ―think, pair, share‖ idea will work given some more

time; again, this may work better if I can get students interacting at the beginning

of the school year. I could do a better job guiding the students working in groups

as well. I would like to find other methods to try when students seem

uncooperative in the group setting.

I also think some activities or projects aligned with essential questions

would better show the relevance of the questions to the students. The questions I

asked in the project were aligned to examples and lecture. I think if I can get

students to see more applications of mathematics, it may not only help the process

of questioning but also the attitudes toward time spent on questioning.

Reflections and Recommendations for Other Teachers

Overall, I thought my project was a huge learning experience in the action

research process. There were times I thought I was ready to go for another week,

or even day, only to realize half-way through my lesson the students weren‘t

responding or reacting to my questions. It seemed the students needed more time

to understand the questions, so my plans and questions would be tweaked within

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the period. Even with thorough planning, you can never accurately predict what a

student will say or do. That was one of the most frustrating aspects for me. I like

to know what to expect and when to expect it to happen in my classroom.

I also felt very frustrated with myself at times. I would think through the

lesson and my questions, only to come to the implementation and in my eyes

―ruin‖ my question by asking simple yes/no or leading questions I was trying to

avoid. I think there were days when I realized I asked a question I didn‘t deem as

―essential‖, or not give students enough time to think before answering the

question myself. Another habit I found myself doing, even though I knew it was a

habit, was repeating students‘ answers. It was very frustrating at times watching

the videos during the implementation of my project only to see I was continuing

the habits I started with.

If I were to do more action research on questioning, I would definitely

start at the beginning of the school year. I would also work toward an open,

friendly atmosphere where every student feels comfortable sharing his or her

thoughts. Since I started my project halfway through the year, I think some

students were more concerned with the ―right‖ answer. When they weren‘t one

hundred percent sure what to do, they gave up instead of giving the question some

real thought.

This project could also use a way to hold students accountable for trying

to answer questions in class. I felt some of my students thought even if I called on

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39

them that the most likely consequence for not having an answer would be that I

would call on someone else. I would like to devise a questioning rubric to use

during discussions and lecture to create some student accountability.

Even though I found many aspects frustrating, I was very happy when

students who usually seemed bored in class perked up because they were being

challenged intellectually. I would love to find more ways to spark those students‘

interest, yet also keep it on a level where the others do not feel lost or want to

immediately give up.

I also thought students retained some information better than the previous

year, or had better understanding of the ―why‖ behind the math they were doing.

On the unit test, I included a few of the same questions I asked in class, and many

students did quite a good job explaining their answers. It was good to see that at

least some of the students were listening in class.

Summary

Even though statistical analysis did not suggest significant improvements

in student attitudes, there were benefits of asking essential questions. Some

students who seemed unengaged were more interested and involved in classroom

discussion. However, adjustments to the questions asked and the teacher‘s role in

questioning may change the outcomes of this project. Essential questions can help

instruction if planned and implemented properly.

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References

Brown, K. (2009, September/October). Questions for the 21st-century learner.

Knowledge Quest, 38(1), 24-27. Retrieved October 5, 2010, from

http://www.ala.org/ala/mgrps/divs/aasl/aaslpubsandjournals/knowledgequ

est/kqweb.cfm

Caram, C. & Davis, P. (2005, Fall). Inviting student engagement with

questioning. Kappa Delta Pi Record, 42(1), 18-23. Retrieved October 5,

2010, from http://www.kdp.org/publications/kdprecord/ index.php

Chuska, K.R. (2003). Improving classroom strategies: A teacher’s guide to

increasing student motivation, participation, and higher-level thinking (2nd

ed.). Bloomington, IN: Author.

Deed, C. (2009). Strategic questions: A means of building metacognitive

language. International Journal of Teaching and Learning in Higher

Education, 20(3), 481-487. Retrieved October 5, 2010, from

http://www.isetl.org/ijtlhe/

Elder, L., & Paul, R. (2006). The miniature guide to the art of asking essential

questions, (4th

ed.). Dillon Beach, CA: Foundation for Critical Thinking.

Franke, M. L., Webb, N. M., Chan, A. G., Ing, M., Freund, D., & Battey, D.

(2009, September/October). Teacher questioning to elicit students‘

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mathematical thinking in elementary school classrooms. Journal of

Teacher Education, 60(4), 380-392. doi: 10.1177/0022487109339906

Good, T. L., & Brophy, J. E. (1994). Looking in classrooms (6th

ed.). New York,

NY: HarperCollins College Publishers.

Grossier, P. (1964). How to Use the Fine Art of Questioning. New York: Teachers

Practical Press.

Hannel, G. I., and Hannel, L. (2005). Highly effective questioning, 4th

ed.

Phoenix, AZ: Hannel Educational Consulting.

Kelin, D. (2007, June). Minding the moment. Teaching Artist Journal, 5(2), 104-

112. Retrieved October 5, 2010, from http://tajournal.com/

Mascolo, M. F. (2009). Beyond student-centered and teacher-centered pedagogy:

Teaching and learning as guided participation. Pedagogy and the Human

Sciences, 1(1), 3-27. Retrieved October 5, 2010 from

http://www.pedagogyandhumanscience.org/

Mewborn, D. S., & Huberty, P. D. (1999, December). Questioning your way to

the standards. Teaching Children Mathematics, 6(4), 226-227, 243-246.

Retrieved October 13, 2010, from http://www.nctm.org/publications/

tcm.aspx

Olson, J. (2008, October). The crucial role of the teacher. Science and Children,

46(2), 45-49. Retrieved October 5, 2010, from http://www3.nsta.org/

advscienceandchildren

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Paul, R. & Elder, L. (2007). A Guide for Educators to Critical thinking

competency standards Dillon Beach, CA: Foundation for Critical

Thinking.

Pieczura, M. E. (2009, November). Dare to disagree, as scientists. Science and

Children, 47(3), 24-27. Retrieved October 5, 2010, from

http://www3.nsta.org/advscienceandchildren

Rubie-Davies, C. M. (2007). Classroom interactions: Exploring the practices of

high- and low-expectation teachers. British Journal of Educational

Psychology. 77(2), 289-306. doi: 10.1348/000709906X10i 601

Stein, M. K., Engle, R. A., Smith, M. S., & Hughes, E. K. (2008, October).

Orchestrating productive mathematical discussions: Five practices for

helping teachers move beyond show and tell. Mathematical Thinking and

Learning: An International Journal, 10(4), 313-340. doi:

10.1080/10986060802229675

Wiggins, G. & McTighe, J. (2005). Understanding by design. Alexandria, VA:

Association for Supervision and Curriculum Development.

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Appendices

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Appendix A

Question Examples

Related examples of each type of question discussed are given, one of each in

math, and one of each in another subject area.

Question Type Examples

Essential What is the purpose of ordering numbers?

What would someone do to you or your country that would

make you want to go to war?

Probing In this set of numbers, how did you decide which number is

largest?

(to follow the essential question and student responses)

What were some of the driving causes of the Revolutionary

War?

Leading 5 is farther to the right on the number line, so it is what

(greater than or less than) compared to -3?

Who won the Revolutionary War?

Yes-no simple: Is 5 greater than -3?

recall: Did the British wear red uniforms in the

Revolutionary War?

Yes-no to spark Are numbers real?

further inquiry

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Appendix B

Teacher Behavior Coding Sheet

Coding Sheet – Modified from Olson (2008).

Teacher Behaviors Frequency

Lectures or gives directions (>30 sec)

Types of Questions

Yes/no Question

Leading Question

Probing Question

Critical Thinking Question

Extended-answer Question

Responses to Students

Rejects student comment

Acknowledges student comment (neutral)

Confirms student comment (praise)

Repeats student comment

Clarifies or interprets what student said

Wait Time

Inappropriate wait-time for student

response (less than 3-5 seconds)

Inappropriate wait-time II

Student Questions

Student asks question

Answers student question

Uses student question or idea

Questioning Strategies

Repeats question

Calls on one student before question

Calls on one student after question

Volunteer answer

No Student Response

Miscellaneous

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Appendix C

Principal Consent Form

Questioning in the Classroom: The Effects of Engaging Questions on Attitude

Jenny Fries

1609 Monte Dr.

Mandan, ND 58554

[email protected]

Please read the attached copy of my proposal to study the effects of engaging

questions in my classroom on students‘ attitudes. I would greatly appreciate your

willingness to allow me to conduct this study within my classroom.

I, ______________________________, principal of _______________________

understand

the study and what it requires of the staff, students, and/or parents in my

school,

that the privacy and confidentiality of any staff or student will be protected,

that I have the right to allow or reject this research study to take place at my

school,

that I have the right to terminate the research study at any time,

that I have the right to review all consent forms and research documents at

any time during the study and up to three years after the completion of the

study.

I grant permission to the researcher to conduct the above named research in

my school as described in the proposal.

I DO NOT grant permission to the researcher to conduct the above named

research in my school as described in the proposal.

I understand that data should be released only by the departments that own

them. My staff and I shall not release data to the researcher without

approval from the IRB.

________________________________

Signature of Principal

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Appendix D

IRB Approval

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Appendix E

Consent Forms

Student Assent Form

Dear students,

Invitation to Participate

You are invited to participate in a research study on questioning in the math

classroom. This is part of a capstone project I am conducting for the graduate

program, MAT: Mathematics at Minot State University. The focus of the study is

on student attitudes while in the math classroom and effects of asking engaging

questions on student attitudes. You have been selected because you are a current

student in geometry.

Data Collection Procedures

If you do participate, you will be asked to complete a survey both before and after

the study. The survey will ask questions about your current view and attitude in

the math classroom. This will be completed during class time, so you will not be

asked to do any work on your own time. I will also be observing students and

noting observations of interactions and student comments in a journal.

Confidentiality

The information obtained from this study will be kept confidential and will only

be reported in statistical analyses with no specific connections made to

individuals. At no point will your identity be revealed. I will keep the information

from this study until completion; at that point all surveys and other means of data

collection will be destroyed. Electronic data will be protected with a password

and all other data in a locked safe to ensure confidentiality. All identifiers, such as

student names, will be removed from your surveys, scores and observations.

Risks & Benefits

There are no likely risks to participants of this study. Your decision to participate

is voluntary, and will not interfere with your grade for the class. You are free to

withdraw from the study at any time. Students who do not participate will not be

asked to complete the survey. Those who do participate will receive 10 bonus

points.

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Contact Information

This research has been approved by Minot State University‘s Institutional Review

Board. If you have questions about your rights as a research subject, please

contact Jenny Fries at 663-9532 or [email protected], or Dr. Brent Askvig,

IRB Chair, at 701‐858‐3052 before you sign the form. You will be given a copy

of this form to keep if you choose to participate.

I , ___________________________, AGREE DO NOT AGREE (circle one)

(student‘s name)

to participate in the study.

Participant‘s Name (printed): _________________________________

Participant‘s Name (signed): _____________________________ Date: ______

Thank you for your participation.

Sincerely,

Jenny Fries

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Parent Consent Form

Dear parents,

Invitation to Participate

Your child is invited to participate in a research study on questioning in the math

classroom. This is part of a capstone project I am conducting for the graduate

program, MAT: Mathematics at Minot State University. The focus of the study is

on student attitudes while in the math classroom and effects of asking engaging

questions on student attitudes. Your child has been selected because he/she is a

current student in geometry.

Data Collection Procedures

If your child does participate, he/she will be asked to complete a survey both

before and after the study. The survey will ask questions about his/her current

view and attitude in the math classroom. This will be completed during class time,

so participants will not be asked to do any work on their own time. I will also be

observing students and noting observations of interactions and student comments

in a journal.

Confidentiality

The information obtained from this study will be kept confidential and will only

be reported in statistical analyses with no specific connections made to

individuals. At no point will participants‘ identities be revealed. I will keep the

information from this study until completion; at that point all surveys and other

means of data collection will be destroyed. Electronic data will be protected with

a password and all other data in a locked safe to ensure confidentiality. All

identifiers, such as student names, will be removed from your surveys, scores and

observations.

Risks & Benefits

There are no likely risks to participants of this study. The decision to participate is

voluntary, and will not interfere with anyone‘s grade for the class. Students may

choose to withdraw from the study at any time, and parents may also choose to

withdraw their child at any time. Students who do not participate will not be

asked to complete the survey. Those who do participate will receive 10 bonus

points.

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Contact Information

This research has been approved by Minot State University‘s Institutional Review

Board. If you have questions about your rights as a research subject, please

contact Jenny Fries at 663-9532 or [email protected], or Dr. Brent Askvig,

IRB Chair, at 701‐858‐3052 before you sign the form. You will be given a copy

of this form to keep if you choose to participate.

I AGREE DO NOT AGREE (circle one) to allow

______________________________ to participate in the study.

(student‘s name)

Participant‘s Name (printed): _________________________________

Parent/Guardian Name (printed): _____________________________

Parent/Guardian‘s Signature ____________________________ Date: ________

Thank you for your participation.

Sincerely,

Jenny Fries

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Appendix F

Student Attitude Survey

Put one check mark in the box corresponding to your feelings for each statement.

If you strongly agree, mark SA; if you agree, but not strongly or just partially,

mark A; if you disagree or slightly disagree, mark D; for strong disagreement

mark SD; if undecided or unsure of the meaning of the statement mark U.

Work and mark your answers quickly. Do not spend too much time on one

question.

Statement SA A D SD U

1. I feel comfortable asking questions in class.

2. Taking notes helps me to remember class

material.

3. Thinking about questions in class helps me to

learn material better.

4. Math lecture is a waste of time.

5. I don't ask questions because I feel stupid if I do.

6. I am not given enough time to think about my

answers to questions.

7. Examples in class help me on my homework.

8. Hearing questions and answers in class help me to

understand new math topics.

9. Math lecture and notes help me learn new

material.

10. I will use the math I learn in real life.

11. I would rather read the book to learn than have it

presented as lecture or notes.

12. Questions in math class are confusing.

13. Questions in class challenge me to think about

math problems.

14. If I am not 100% sure of my answer to a question,

I say "I don't know."

15. I don't need to pay attention during class because

the questions asked are easy to answer.

16. I don't like sharing my answers to questions, even

in small groups.

17. Math is not important for my life.

18. Questions in math class have nothing to do with

the lesson.

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19. I fear having to answer a question on my own in

class.

20. I see a connection between questions asked in

class and questions on assignments and tests.

21. Lecture helps me learn new concepts.

22. I feel nervous when the teacher is about to call on

a student to answer a question.

23. Taking notes is just a way to stay awake in class.

24. I can't think when questions are posed because I

feel pressured to find the "right" answer.

25. I can learn more by asking questions in class.

26. I feel dumb if I answer a question incorrectly.

27. Questions in class are not challenging and require

little or no thought.

28. Concepts we cover in class are not used outside

the math classroom.

29. I feel ignored when I ask questions in class.

30. Thinking about questions in class help my critical

thinking skills for other classes too.

31. I feel more comfortable sharing my answers with

a small group rather than the entire class.

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Appendix G

Student Attitude Survey Key

Key:

Q Confidence in asking and answering questions

L Learning gains due to notes, lecture, and questions

U Usefulness of time spent on lecture, notes, and questions

+ Question reflects a positive attitude

- Question reflects a negative attitude

Statement Category

of

Statement

Attitude

1. I feel comfortable asking questions in class. Q +

2. Taking notes helps me to remember class material. L +

3. Thinking about questions in class helps me to learn

material better.

L +

4. Math lecture is a waste of time. U -

5. I don't ask questions because I feel stupid if I do. Q -

6. I am not given enough time to think about my answers

to questions.

Q -

7. Examples in class help me on my homework. L +

8. Hearing questions and answers in class help me to

understand new math topics.

L +

9. Math lecture and notes help me learn new material. L +

10. I will use the math I learn in real life. U +

11. I would rather read the book to learn than have it

presented as lecture or notes.

L -

12. Questions in math class are confusing. Q -

13. Questions in class challenge me to think about math

problems.

L +

14. If I am not 100% sure of my answer to a question, I

say "I don't know."

Q -

15. I don't need to pay attention during class because they

are easy to answer.

L -

16. I don't like sharing my answers to questions, even in

small groups.

Q -

17. Math is not important for my life. U -

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18. Questions in math class have nothing to do with the

lesson.

U -

19. I fear having to answer a question on my own in class. Q -

20. I see a connection between questions asked in class

and questions on assignments and tests.

U +

21. Lecture helps me learn new concepts. L +

22. I feel nervous when the teacher is about to call on a

student to answer a question.

Q -

23. Taking notes is just a way to stay awake in class. U -

24. I can't think when questions are posed because I feel

pressured to find the "right" answer.

Q -

25. I can learn more by asking questions in class. L +

26. I feel dumb if I answer a question incorrectly. Q -

27. Questions in class are not challenging and require little

or no thought.

L -

28. Concepts we cover in class are not used outside the

math classroom.

U -

29. I feel ignored when I ask questions in class. Q -

30. Thinking about questions in class help my critical

thinking skills for other classes too.

U +

31. I feel more comfortable sharing my answers with a

small group rather than the entire class.

Q +

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Appendix H

Responses and Questioning Strategies Tables

Table AG1

Occurrence of Responses

Percent Occurrence

Responses to Student Comments Pre-Study During Study

Ignore 3.3% 3.7%

Rejects 3.3% 2.1%

Acknowledges (neutral) 22.8% 29.8%

Confirms (praise) 8.9% 9.6%

Repeats 47.2% 45.7%

Clarifies or interprets 14.6% 9.0%

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Table AG2

Occurrence of Questioning Strategies

Percent Occurrence

Questioning Strategies Pre-Study During Study

Class/Vote 6.5% 6.7%

Repeats/Rephrases 16.8% 14.2%

Calls on one student before question 10.3% 2.4%

Calls on one student after question 4.9% 13.8%

Volunteer answer 52.2% 55.7%

No Student Response 4.3% 4.4%

Answers own question 4.9% 2.8%