A variety of methods will help students develop their proportional thinking ability.All of the ideas below support this thinking EXCEPT:

Question

Quizplus · Accepted Answer

Providing practice in cross-multiplication problems is not directly related to developing proportional thinking ability. While cross-multiplication can be a useful tool in solving proportional relationships, it is not necessary for understanding the concept of proportionality itself. The other options all provide opportunities for students to engage with proportional thinking in different ways by connecting it to real-world contexts, comparing and contrasting relationships, and building on their prior knowledge.

A Variety of Methods Will Help Students Develop Their Proportional