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MF.GR.7 Challenge MF-046-A12-V03

Match and compare words, tables, graphs, and simple equations that represent the same relationship.

Find every equivalent representation in a mixed set

Problem

Use the target table to identify \(\text{every}~\text{equivalent}~\text{representation}\).

Target table:
\(x:~-1,~0,~2,~4\)
\(y:~5,~3,~-1,~-5\)

A. The equation \(y~=~-2x~+~3\)
B. The description: \(y\) starts at \(3\) and decreases by \(2\) whenever \(x\) increases by \(1\)
C. The points \((-1,~5),~(0,~3),~(3,~-3)\)
D. The equation \(y~=~2x~+~3\)
E. A graph line passing through \((0,~3)\) and \((2,~-1)\)
F. The description: \(y\) is \(2\) less than \(3\) times \(x\)

Actual table and graph representations with equal neutral styling. Open full size
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Four variants of this problem type
Curriculum context
Standard
MF.GR.7
Category
Representations
Domain
Multiple Representations
Objective
Match and compare words, tables, graphs, and simple equations that represent the same relationship.
Problem type
Find every equivalent representation in a mixed set