Multiple Choice
A variety of methods will help students develop their proportional thinking ability.All of the ideas below support this thinking EXCEPT:
A) Provide ratio and proportional tasks within many different contexts.
B) Provide examples of proportional and non-proportional relationships to students and ask them to discuss the differences.
C) Relate proportional reasoning to their background knowledge and experiences.
D) Provide practice in cross-multiplication problems.
Correct Answer:

Verified
Correct Answer:
Verified
Q2: Discuss the reasoning behind "restraining the path
Q3: Which of the following is an example
Q4: Identify the problem below that is a
Q5: Using proportional reasoning with measurement helps students
Q6: Posing problems for students to solve proportions
Q8: A _ refers to thinking about a
Q9: What should you keep in mind when
Q10: Creating ratio tables or charts helps students
Q11: The following are examples of connections between
Q12: What is one method for students to