Question

The graph shows a proportional relationship. Which equation matches the

graph?
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A. y = 4x
OB. y=x
C. y = 12x
D. y = x

Answer 1

Explanation:

Let's analyze the options:

A. y = 4x: This equation represents a linear relationship where the y-values are four times the x-values. This would result in a straight line with a positive slope.

B. y = x: This equation represents a linear relationship where the y-values are equal to the x-values. This would result in a straight line with a slope of 1.

C. y = 12x: This equation represents a linear relationship where the y-values are twelve times the x-values. This would result in a straight line with a steeper positive slope than option A.

D. y = x: This equation represents a linear relationship where the y-values are equal to the x-values. This is the same equation as option B.

Without visualizing the graph, it is challenging to determine the exact equation. However, if the graph is a straight line passing through the origin (0,0) with a slope of 1, then option B (y = x) would be the correct equation.

Please refer to the graph to confirm the matching equation.