Construct an example of when confusing additive and proportional thinking could result in an incorrect answer.Describe an incorrect process that a learner might follow.Describe a correct way to find the solution and a way you might help the learner to see his error.
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Q1: Creating ratio tables or charts helps students
Q2: A _ refers to thinking about a
Q4: What is the type of ratio that
Q5: What statement below describes an advantage of
Q6: Complete this statement,"A ratio is a number
Q7: Using proportional reasoning with measurement helps students
Q8: The following statement are ways to define
Q9: Which of the following is an example
Q10: What should you keep in mind when
Q11: In the scenario "Billy's dog weighs 10
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