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Does the relation in the table represent direct variation, inverse variation, or neither? If it is direct or inverse variation, write an equation to represent the relation. Explain your answer.

Does the relation in the table represent direct variation, inverse variation, or neither-example-1
User Mattsh
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1 Answer

22 votes
22 votes

Answer:

Indirect variation

Explanation:

If two variables change in inverse proportion, then it is called indirect variation.

xy = k where k is a constant.

5*2 = 10

10*1 =10


15*(2)/(3)=5*2=10\\\\\\20*(1)/(2)=10

So, this is indirect variation.

User Derp
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