The function $f(w)=6w^{2}$ gives the area of a rectangle, in square feet $\left( ext{ft}^{2} ight)$, if its width is $w$ $ ext{ft}$ and its length is $6$ times its width. Which of the following is the best interpretation of $f(14)=1,176$?

Question

Accepted Answer

If the width of the rectangle is $14 ext{ ft}$, then the area of the rectangle is $1,176 ext{ ft}^{2}$

Answer

If the width of the rectangle is $14 ext{ ft}$, then the length of the rectangle is 1,176 ft.

Answer

If the width of the rectangle is $1,176 ext{ ft}$, then the length of the rectangle is $14 ext{ ft}$.

Answer

If the width of the rectangle is $1,176 ext{ ft}$, then the area of the rectangle is $14 ext{ ft}^{2}$.