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For each pair of graphs, the linear model fits the data about the same. What do you notice about the variables? How might the variables be related?
the number of cows in some states and the number of chickens in those same states
the number of cows in some states and the number of farms in those same states
the worth of a person’s house and the worth of that same person’s car
the worth of a person's car and their income
The purpose of this discussion is for students to consider the type of relationship between variables in a real situation. Select students to share their answers to the questions.
Here are some questions for discussion:
Mai is training for the upcoming track season by running 8 laps around the school track each morning before school. She records her time to complete the 8 laps and notices that she is finishing faster and faster as time goes on. She also notices that she feels better in the morning and her grades in her first class are improving as her times improve.
The purpose of this discussion is for students to share their reasoning about correlation and causal relationships. Although students may not use the term causal relationship at this point, highlight any differences that arise when students discuss their answers to each question.
Direct students’ attention to the reference created using Collect and Display. Ask students to share their reasoning about the relationship between a pair of variables. Invite students to borrow language from the display as needed. As they respond, update the reference to include additional phrases.
Select students to share their responses. Here are sample questions to promote class discussion: