The function $f(w) = 6w^2$ gives the area of a rectangle, in square f…

Question

Prompt

The function

f (w) = 6 w^{2}

gives the area of a rectangle, in square feet (

ft^{2}

), if its width is

w

ft and its length is

6

times its width. Which of the following is the best interpretation of

f (13) = 1, 014

If the width of the rectangle is

13

ft, then the area of the rectangle is

1, 014 ft^{2}

If the width of the rectangle is

13

ft, then the length of the rectangle is

1, 014

ft.

If the width of the rectangle is

1, 014

ft, then the length of the rectangle is

13

ft.

If the width of the rectangle is

1, 014

ft, then the area of the rectangle is

13 ft^{2}