Question

The graph below represents the dimensions of a rectangle. What type of variation do the adjacent side lengths exhibit (2,30) (5,12) (10,6) (30,2)

Answer 1

Answer:

$B$

Explanation:

Here, we want to know the type of variation that the adjacent side lengths exhibit

The graph shown displays the width on the x-axis while the height is shown on the y-axis

We have the coordinates as follows:

$(2,30)\text{ , \lparen5,12\rparen, \lparen10,6\rparen, \lparen30,2\rparen}$

For the first adjacent lengths, we have the x-axis increase by a factor of 6 while the y-axis decreased by the same factor. For the second adjacent length, we have the x-axis value increase by a factor of 6 while the y-axis decrease by same factor

This shows an inverse variation between the 2 since as 1 value increases, the other decreases