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    DESCRIPTIVERESEARCH

    1

    MARKETING RESEARCH 103: LECTURE 3

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    2

    OUTLINE

    Systematic Observation

    Sampling

    Standardized measurement

    Survey

    Sampling

    Questionnaire Design (if possible) Measurement and Scaling (next class)

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    Clearly-defined research question with theobjective of being descriptive

    a structured research design guides thesampling and ensures control instandardizing what is being observed and

    how it is recorded

    3

    I. SYSTEMATIC OBSERVATION

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    Time sampling

    Situation sampling

    Different locations (e.g., different places beer isconsumed: bar, student center, party etc.)

    Sampling determines generalizability

    4

    SAMPLING

    TECHNIQUE

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    STANDARDIZING OBSERVATION SHEETDate: 22 Aug 2007

    Time Gender Type of Packaging P1 P2 P3 P4 P5 P6 P7 P8

    1:00 PM

    1:05 PM

    1:10 PM

    1:15 PM

    Key

    variables 1 2 3 4 5

    P1approximate age

    group

    Below 12 12 to 18 19 to 25 26 to 35 Above 35

    P2

    attire uniform business casual sporty Dressy(for

    mal)

    P3 bag none Small medium large Extra large

    P4 no. of companions none 1 to 2 3 to 5 6 to 10 Above 10P5 quantity 1 2 3 4 Above 4

    P6 Other purchases none snacks meal Non food Others

    P7Size of drink Extra small small medium large Extra large

    P8

    Type of drink Soft/fizzy fruit juice/

    fruit-based

    Tea/coffee Isotonic

    drinks

    Milk-based

    Observer: GeorgeLocation: Borders

    5

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    Nominal scale (checklist)

    e.g., Brand of shoes, hair color, cellular phone or not,

    with accompany or not.

    Summarizing nominal data in terms of frequency,proportion, or percentage of instances in each of

    the several categories.

    6

    MEASUREMENT SCALE

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    Physical actions

    Verbal behavior

    Expressive behavior

    Spatial relations and locations

    Temporal patterns

    Physical objectsVerbal and pictorial records

    7

    WHATCANBEOBSERVED?

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    Cannot observe motives, attitudes or intentions

    Inter-observer reliability

    Can sometimes be time consuming

    Ethical concern: violation of privacy?

    8

    LIMITATIONSOF OBSERVATIONAL

    METHODS

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    II. SURVEY

    Rationale: To enable quantification of opinions, preferences, etc.

    Format: Open-ended or scaled questions, scenarios, ongoingversus one-shot, longitudinal vs. cross-sectional

    Tools: mail, telephone, direct intercept, email, internet

    Upsides/Downsides: (methodological and implementation)?

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    10

    2.1 SAMPLING

    A. Sampling jargons and design process

    B. Sampling Methods

    C. Sampling Size

    D. Sampling errors vs. Non-sampling errors

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    11

    A. SAMPLINGJARGON

    Population

    If the goal is to determine the average number of jobinterviewsafter graduation for the students who havetaken Marketing Research Class, then the entire body ofstudents who have taken 103 would be thepopulation

    Sampling Frame:A list of students from which a sample isto be chosen (e.g., registration record)

    Sampling: the selection of a fraction of the population

    Census:all members of the population are measured

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    Sampling Frame

    ElementOne student

    Sample

    100 students

    Registrars list of currently enrolled students

    Population

    All students on SMU campus

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    SAMPLINGDESIGNPROCESS

    Define the Population

    Determine the Sampling Frame

    Select Sampling Technique(s)

    Determine the Sample Size

    Execute the Sampling Process

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    14

    B. SAMPLING METHODS

    Probability sampling

    Simple random

    sampling

    Proportionate

    Disproportionate

    Cluster

    Non-probabilitysampling

    Convenience sampling

    Quota sampling

    Judgment sampling

    Snowball sampling

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    SIMPLE RANDOM SAMPLING

    Each element in the population has a knownand equalprobability of selection, or

    Each possible sample of a given size (n) has a knownand equalprobability of being the sample actuallyselected.

    Randomly pickn(e.g., 5) units out ofN is statisticallyequivalent to enumerating all possible samples of size nandpicking one of them at random

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    16

    SIMPLE RANDOM SAMPLING (SRS)

    Procedure

    Number everyone in the sampling frame

    Picknelements randomly

    Generated by computer or random number table

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    17

    RANDOM NUMBERS GENERATORIN SPSS

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    18

    ADVANCED PROBABILITYSAMPLING METHODS

    Why do I need anything besides SRS?

    Suppose our population of interest is

    allmarketing students, lets say consisting of 700undergraduates (1/5 freshman, 2/5 sophomore,1/5 juniors and 1/5 seniors).

    If we take a SRS of 140 students then we mayget a sample which looks like this: Seniors (28),

    Juniors (28), Sophomores (56) and Freshman (28)

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    19

    PROPORTIONATE STRATIFIEDRANDOM SAMPLING

    The population is divided into strata on the basis of anappropriate variable (related to the outcome ofinterest)

    Units within each stratum are alike and units acrossstrata are different

    The sample size from each stratum is proportional tothe size of the stratum

    E.g., N=6000, 2 strata with sizes 2000 and 4000.

    In a sample of 120, we sample 40 and 80 respectively from the

    2 strata

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    20

    OTHERADVANCED METHODS

    Disproportionate stratified random sampling

    May want to over-sample small stratum or one that is

    highly variable

    Cluster Sampling

    Population is naturally divided into clusters and clustersare selected at random.

    All or some of the units within selected clusters aremeasured (e.g., selected blocks or counties)

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    21

    NON-PROBABILISTIC SAMPLING METHODS

    Conveniencesampling At the convenience of the experimenter (at the corner, at the

    supermarket)

    Quota sampling

    Population is divided into segments on the basis of certain controlvariable

    A quota of units to be selected from each segment is determined by theexperimenter

    Sampling is done in each segment until the quota is filled

    Better than convenience sampling in that you are at least guaranteedbalance in the population with respect to the control variable

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    22

    NON-PROBABILISTIC SAMPLING METHODS

    Judgment sampling

    Snowball sampling

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    CLASSIFICATIONOF SAMPLING TECHNIQUES

    Sampling Techniques

    NonprobabilitySampling Techniques ProbabilitySampling Techniques

    Convenience

    Sampling

    Judgmental

    Sampling

    Quota

    Sampling

    Snowball

    Sampling

    ProportionateStratified Sampling

    ClusterSampling

    Simple RandomSampling

    DisproportionateStratified Sampling

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    24

    C. DETERMINE SAMPLE SIZE

    _

    _

    Common notation:

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    95% CONFIDENT

    XL

    _

    XU

    _

    X

    _

    0.475 0.475

    Estimation: Population vs. Sample

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    CONFIDENCE INTERVAL

    Definitions:

    Confidence interval: The confidence interval is the rangeinto which the true population parameter will fall, assuming agiven level of confidence.

    Confidence level: The confidence level is the probability thata confidence interval will include the population parameter.

    Precision level: When estimating a population parameter byusing a sample statistic, theprecision level is the desired widthof the estimating interval. This is the maximum permissibledifference between the sample statistic and the populationparameter.

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    CONFIDENCE INTERVAL APPROACHTOESTIMATE SAMPLE SIZE

    1. Need to know how to construct ConfidenceInterval (CI)

    We will see how it depends on n (your sample size)using SRS

    2. Derive the sample size (n) that is necessary toconstruct a confidence interval with a desired

    width (H)

    Need to know the desired confidence level (?%) anddesired width (H)

    E.g. want to be 95% confident that the market shareis +/- 3% around the true value (+/-3% is the width)

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    CONFIDENCE INTERVALFORUNKNOWNPARAMETERQ

    CI = (Best Guess) +/- (Certain #) SE(Best Guess)

    What makes a given statistic

    T the best guess? And how

    do I compute the SE of it?

    The certain # depends on

    how confident you want

    to be

    For the two examples we will

    talk about today, i.e. unknown

    is either a mean or an unknown

    proportion p, SE = n/

    This is precision level H. Notice, for a given level of confidence

    and a given value of (SD in the population), we can

    solve for the value ofn that gives you your desired H.

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    Best Guess for Population Mean

    x ith

    iIn general, let be the measurement on the person/household/firm etc.

    Then,

    m = 1N Xi

    i=1

    N

    X=1

    nX

    i

    i=1

    n

    Since we typically do not know we have to estimate it(best guess for population mean would be sample mean:

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    SE OF BEST GUESS

    SE of X =

    .

    In the CI calculations, simply replace 2 with s2

    .

    s 2 = 1n - 1

    Xi- X( )

    2

    i=1

    n

    n/

    Since population variance is often unknown,

    an unbiased estimate of the population variance is the sample variance definedas

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    Example 1: Confidence Interval for

    We can construct a 100(1- q)% confidence interval for population mean by computing

    where

    = the sample mean

    = the sample standard deviation

    n = the sample size

    = 1.645, 1.96, 2.575 for a 90%, 95% and 99% confidenceinterval

    x

    s

    qz

    What we will talk about later is the inverseproblem. What n is necessary so that zq*s/ =H?n

    XZqs

    n

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    32

    APPLIED EXAMPLE 1

    We are interested in the mean starting income of all SMU graduates sowe go out and obtain a SRS of 100 SMU graduates. The mean startingincome in our sample is $115,000 with standard deviation equal to$20,000. Construct a 95% confidence interval (CI) of the true

    population mean starting income of all SMU graduates.

    Answer:

    )100

    000,2096.1000,115,

    100

    000,2096.1000,115(

    = (111080 , 118920)

    X

    s

    qz n

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    33

    EXAMPLE 2: CONFIDENCE INTERVALFORPROPORTIONP

    A proportion is a mean where each observation is a 0 or 1, so we cancompute a CI for a population

    We can construct a 100(1- q)% CI for population meanp by computing

    where

    = the sample proportion

    n = the sample size

    = 1.645, 1.96, 2.575 for a 90%, 95% and 99% confidenceinterval

    p

    qz

    pZqp(1- p)

    n

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    34

    APPLIED EXAMPLE 2

    We are interested in the proportion of students who havetried a new soup. We decide to go out and obtain an SRS of400 students and ask them if they have tried the new soup.

    Suppose 20% of the 400 students say they have tried it.Construct a 90% confidence interval (CI) of the truepopulation market share.

    Answer:

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    THE SIZEOFTHE SAMPLE (MEAN)

    Question: What sample size do I need so that if I constructa 100(1-q)% confidence interval it will be an interval with

    width H?

    Compute Size of the Sample

    Determine q, the desired CI you want, e.g., = 1.645 is a 90% CI

    Determine the interval width you want, e.g.,

    Compute an estimate of the standard deviation of the population of interest,denoted bys.

    Compute the necessary sample size

    0.10Z

    5000$

    n =Zq

    2s

    2

    H2

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    Where do you get s from?

    Historical data

    Worst case scenario (largest possible s).

    Pre-test

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    EXAMPLE

    Suppose you want a 95% CI for mean graduatestarting salaries such that the interval will have

    width $5000. Using the results of the previousexample where s= $20,000, how many graduatesdo I need to obtain in my SRS to obtain thisdesired width?

    Answer: 2

    22

    5000

    000,2096.1 n

    61.5Note, you need to do this forevery question in your surveyand then take the maximum

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    THE SIZEOFTHE SAMPLE (PROPORTION)

    Compute Size of the Sample

    Determine qthe desired CI you want, e.g., = 1.645

    is a 90% CI Determine the interval width you want H, e.g.,

    Compute an estimate of population proportion

    Compute the necessary sample size:

    0.10Z

    %3

    p

    n =Zq

    2p(1- p)

    H2

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    An approximate n for proportions (assuming 95% confidence)in a worst-case scenario is :

    n = 1/H2

    WHEREDOYOUGETANESTIMATEOFP?

    The largest sampling error occurs when p =

    0.51

    SE

    P0

    p(1-p)

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    40

    EXERCISE

    Estimate the sample size for the following scenario:

    95% CI

    Interval width (H) = Assume 50% of people like the new ad copy

    %3

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    41

    D. SAMPLINGVS. NON-SAMPLING ERRORS

    Total Survey Error

    Non-Sampling

    Error

    Non-Response

    Error

    Response

    Error

    Random

    Sampling Error

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    SOURCESOF ERRORSIN INFORMATIONFROM RESPONDENTS

    POPULATION RESPONDENT INTERVIEWER

    Inaccuracy in

    response

    Ambiguity

    of answer

    Ambiguity ofquestion

    Interviewererror

    sample Question

    Answer

    Samplingerror

    Non-responsedue to refusalsor not-at-home

    The method you select usually leadsto trade-offs in these areas.

    Mail, Phone, Internet, Personal Interview.

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    RANDOM SAMPLING ERROR

    Sample selected is not a perfect representation oftest population

    Can be controlled by:

    Random sampling procedure

    Quota sampling

    Increase sample size

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    NON-RESPONSE ERRORS

    A non-responseerroroccurs when units selected aspart of the sampling procedure do not respond in

    whole (called unit non-response) or in part (calleditem non-response)

    If non-respondents are not different from those that didrespond, there is NOT a non-response error

    It only happens when the existence of non-respondentscauses respondents to be poor representatives of totalsample

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    RESPONSE ERRORS

    A Response or data erroris any systematic bias thatoccurs during data collection, analysis orinterpretation

    Respondent error

    Interviewer bias

    Recording errors

    Poorly designed questionnaires

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    DILEMMA: LARGEVS. SMALL

    Large Sample Size: Reduce random sampling error

    Small Sample Size: Better interviewer controls,higher response rate and higher accuracy

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    ATT STUDY

    Purpose: compare a list of research procedures in terms of themagnitude of various sampling and non sampling errors.

    4 methods of survey administration (same questionnaire):

    mail telephone interviews

    personal interviews

    questionnaire drop-off

    2 methods of prior notification:

    mail and telephone

    2 methods of follow up

    mail and telephone

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    SPECIAL CHARACTERISTICSOFTHISSTUDY

    Survey questions:

    telephone usage

    attitudes in telephone usage

    organizational characteristics

    Telephone usage for each company were obtained from ATT forboth respondents and non respondents (allowing for assessing nonresponses and response error)

    Comparisons focused on the following three questions:

    Company's average monthly telephone bill over the last 3 months.

    Quantity of companys telephone lines.

    Quantity of companys telephone sets (stations).

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    FINDING 1:

    RandomSampling Error

    ~5% Non-SamplingError

    ~95%

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    RANDOM SAMPLING ERRORVS. NON-

    SAMPLING ERROR

    What does the 95% mean?Given random sampling in place, the need to get

    large representative samples is likely to have been

    exaggerated

    What should we focus on instead?Obtain smaller samples so as to better spend

    resources on: Interviewer control Performing pre-tests of questionnaires Trying to achieve greater reliability of survey

    responses

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    FINDING 2:

    >

    >

    >

    Higher valuessuggest that

    respondents arelarger companiesthan non-respondents

    Respondentsmore economicallyupscale than non-respondents

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    DIRECTIONOF RESPONSE & NON-

    RESPONSE BIASES

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    CONCLUSIONS

    Given random sampling, focus on minimize non-sampling error:

    Response Error

    Control interviewer-respondent interface and/or questionnaireformat

    Enough time

    Non-response error

    Ensure respondents are representative of the selected sample

    Check whether respondents represent population

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    54

    REVIEW:

    Understand SRS and why you might depart from SRS

    Understand the confidence approach to estimate sample

    size Understand various errors in sampling

    The proof of the pudding is in the eating. By a small

    sample we may judge of the whole piece.

    Miguel de Cervantes Saveedra

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    2.2 QUESTIONNAIRE DESIGN

    55

    Specify the Information Needed

    Design the Question to Overcome the Respondents Inability andUnwillingness to Answer

    Determine the Content of Individual Questions

    Decide the Question Structure

    Determine the Question Wording

    Arrange the Questions in Proper Order

    Reproduce the Questionnaire

    Specify the Survey Administration Method

    Identify the Form and Layout

    Eliminate Bugs by Pre-testing

    Process

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    STEP 0: MAKESURETHEDATAYOUGETWILLBEUSEFUL

    Population has been defined correctly

    Sample is representative of the population

    Respondents selected to be interviewed are availableand willing to cooperate

    Respondents understand the question and have

    knowledge Motivate them to provide information (incentives)

    response rates

    56

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    STEP 1: WHATINFORMATIONTOCOLLECT?

    Translating research objectives into information

    requirements

    Question relevancy

    Use backward approach- What would you do with the

    answer if you knew it?

    57

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    STEP 2: COMPARISONOF SURVEYADMINISTRATION METHODS

    Criteria Best Second Third

    VersatilityNumber of Questions

    Amount /Var of info

    Presentation of stimuli

    Personal

    Personal

    Internet

    Mail/Internet

    Phone/Internet

    Personal

    Phone

    Mail

    Mail/PhoneResponse Time Internet/Phone Personal Mail

    Cost Internet/Mail

    $1-$10

    Phone

    $15-$30

    Personal

    $50+

    AccuracySampling Control

    Supervisory control

    Opport. for clarification

    PersonalInternet/Mail

    PersonalPhonePhone

    Phone

    Mail/InternetPersonal

    Mail/Internet

    Respondent Convenience Internet/Mail Telephone Personal

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    STEP 3: DETERMINETHE SPECIFICQUESTIONS

    Is this question necessary?

    Are several questions needed instead of one?

    Do you think Coca-Cola is a tasty and refreshing soft drink?

    Why do you shop at Nike Town?

    59

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    STEP 4: OVERCOME INABILITYORUNWILLINGNESSTO ANSWER

    Inability to answer

    Filter/screening questions

    Dont know option

    Provide context to facilitate the memory

    Unwillingness to answer

    Reduce the effort (recall vs. recognition task, rating vs. rank order)

    Justify purpose (legitimate reason)

    Sensitive information

    60

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    STEP 5: CHOOSE QUESTION STRUCTURE

    Unstructured: Open-response questions

    What do you think of people who patronize discount department

    stores?

    Structured: Closed-response questions

    Multiple choice questions

    Dichotomous questions

    Scales

    61

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    Response Formats Open-Ended

    Advantages:

    Respondents can give general (unbiased) reactions toquestions such as Why do you say that brand X isbetter?

    Response given in real world terminology. i.e.,consumers own language

    Can help interpret closed ended data.

    e.g. Why was color the most important product attribute?

    May suggest additional alternatives to be used in closed-ended questions.

    62

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    Response Formats Open-Ended

    Drawbacks:

    Often not good for self-administered surveys

    Answers depend on respondent ability toarticulate

    Interviewer bias can be a problem

    Post-coding is tedious

    63

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    Response Formats Closed-Ended

    The respondent is provided with pre-determineddescriptions and selects one or more of them

    Advantages:

    easy to use in field

    less threatening for respondent

    ability to reduce interviewer bias

    simple to code and enter data listing responses may jog respondents memory

    cheaper to administer

    64

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    Response Formats Closed-Ended

    Disadvantages:

    Usually requires pre-testing

    Presumes the list of responses is complete

    Exploratory research using open-ended questions

    can be used to suggest the items and scales in thequantitative survey

    65

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    STEP 6: DETERMINETHE QUESTIONWORDING

    Be specific (who, what, when, where etc.)

    Which brand of shampoo do you use?

    Use simple, conventional (ordinary) words Do you think the distribution of soft drinks is adequate?

    Avoid ambiguity (usually, normally, often etc.)

    In a typical month, how often do you shop in department stores?(Never, occasionally, sometimes, often, regularly)

    Dual Statements: agreement and disagreement, like anddislike

    66

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    Question wording-contd

    Avoid leading and biasing questions

    Do you think that we should buy imported goods when that would put

    local labor out of work? Is Colgate your favorite toothpaste?

    Avoid implicit alternatives

    Do you like to fly when traveling short distances?

    Avoid estimates

    What is the annual per capita expenditure on groceries in yourhouseholds?

    67

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    STEP 7: ARRANGEIN PROPERORDER

    Responses to earlier questions may bias responses tolater questions

    Funnel Approach

    asking specific questions first may bias responses to general questionsasked later

    What considerations are important to you in selecting a department store?

    In selecting a department store, how important is convenience of location?

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    EXAMPLEOF ORDERBIAS:DOES THE QUESTION CREATE THE ANSWER?

    69

    1. No question asked 2.8

    2. Asked only about advantages 16.7

    3. Asked only about disadvantages 0.0

    4. Asked about both advantages anddisadvantages

    5.7

    Percentage of Respondents

    Very Much Interested inBuying New ProductQuestions Preceding Buying Interest Question

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    STEP 8: IDENTIFYTHE LAYOUT

    Layout Guidelines

    Open the survey with an easy and non-threatening question

    Smooth and logical flow

    From general to specific

    Sensitive or difficult questions should not be placed at thebeginning of the questionnaire

    Aesthetically pleasing: Font size, paragraph distance, thenumber of questions in one page, questions are numberedclearly

    70

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    STEP 9-10: PRE-TESTINGANDCORRECTING PROBLEMS

    Pre-testing specific questions

    Variation

    Meaning

    Task difficulty

    Respondent interest and attention

    Response latencies

    Question saliency

    71

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    REVIEW:

    Understand the advantages and disadvantages of eachtype of measurement scale

    Conduct a mini

    market research

    when designing aquestionnaire

    Search for and use proven questions

    Pretest questionnaire

    72

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    HOMEWORK

    Assigned reading from course pack (Harvard SchoolSurvey, Causal Inference)

    Textbook reading (chapter 8, 9, 10)

    Group Assignment 1 due on Friday night, hardcopy, print,in my mailbox