11/22/2010 ©evergreen public schools 2010 1 guessing ages teacher notes have fun today! slide 13...
TRANSCRIPT
11/22/2010
©Evergreen Public Schools 2010
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Guessing AgesTeacher Notes
• Have fun today!• Slide 13 asks you to give students your age.
Purpose• Recall how to graph a scatter plot• Identify independent and dependent variables of a data
set.• Learn how to identify, understand, and apply an
understanding the correlation in a scatter plot: positive vs. negative and strong vs. weak.
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LaunchLaunchLaunchLaunchYou are going to guess ages of famous people.
How could you determine who at your table is the best guesser?
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Linear Models Target 2a I can describe the correlation of data in
scatter plots in terms of strong or weak, and positive or negative.
Write one math word you already know. Write one math word you expect to learn in this lesson.
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Guessing AgesGuessing Ages
• Hillary Clinton• Rob Pattinson• Alana Thompson• Nicki Minaj• LaMarcus Aldrige
How old is … ?
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Guessing AgesGuessing Ages
• Teacher’s Choice• Samuel L Jackson• Jennifer Lawrence • Channing Tatum• Hugh Jackman
How old is … ?
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Make a prediction• Based on the information in your table,
who in your group is the best guesser?
Guessing AgesGuessing Ages
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Make a scatter plot• Which variable should go on the x-axis? Why? This is the independent variable.
• Which variable should go on the y-axis? Why? This is the dependent variable.
• What does a scatter plot need?
Guessing AgesGuessing Ages
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• What do you think the word correlation means?
• If you’re not sure, what do you think this word means? Look for a part of the word you recognize.
• Does it look like any words you know?
Describing CorrelationDescribing Correlation
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Describing CorrelationDescribing Correlation
Let’s share.• Who has a graph with a
strong correlation?• Who has a graph with a
weak correlation?• Who has a graph with
no correlation?
Now, look at your Guessing Ages Scatter Plot
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DebriefDebrief
What do you think a perfect guesser’s scatter plot would look like?
Best Guesser
How can you determine who is the better guesser using the:
• table?• scatter plot?
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5
3
12
4
Did you hit the target? I can describe the
correlation of data in scatter plots in terms of strong or weak, and positive or negative.
Rate your understanding of the target from 1 to 5.
5 is a bullseye!