Select the correct answer from each drop-down menu.

Ronald is buying a rectangular chest to store his carpentry tools. The height of the chest, in feet, is represented by the function H(x) = x+6. The area of the base of the chest, in square feet, is represented by the function A(x) = \(\frac{20\sqrt{x} }{3}\). In both functions, x represents the width of the chest in feet.



To find a function that represents the volume of the chest, Ronald should
______

AMultiply

BAdd

CSubtract

DDivide

functions H(x) and A(x).



The function that represents the volume of the chest is

V(x) = \(\frac{20x\sqrt{x} }{3} +\) _____ \(\sqrt{x}\)

A40

B20

C\(x^{2}\)

D\(3x^{2}\)

.