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PLEASE HELP ME 100 points if u do pls don't plagiarize the answer look at the image

PLEASE HELP ME 100 points if u do pls don't plagiarize the answer look at the image-example-1
User HouFeng
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2 Answers

1 vote
The graph is not a direct variation
User Jeff Huijsmans
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4 votes

Answer:

The given graph is not a direct variation.

Explanation:

A direct variation occurs when the rate of change between any two points on a graph is always the same. In this sense, direct variation only occurs when a graph is linear. The given graph is parabolic; its equation is
y = x^2. Therefore, it does not exhibit direct variation, as the slope between consecutive points continually changes.

If you want to prove this claim, show that the slope changes between the given points: the rate of change from (2,4) to (3,9) is greater than the rate of change from (0,0) to (2,4).

User Jedifans
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8.2k points
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