a cubic water storage facility stores water for a upcoming construction site. the required volume of the water storage facility is dependent on the dimensions of the region that needs to be watered. for a certain construction project, suppose that the length of one side of the cubic water storage must be 4/3x^2. what should the total volume of the water storage facility be?

A. 12/9x^5
B. 4/3x^6
C.64/27x^5
D.64/27x^6

Question

a cubic water storage facility stores water for a upcoming construction site. the required volume of the water storage facility is dependent on the dimensions of the region that needs to be watered. for a certain construction project, suppose that the length of one side of the cubic water storage must be 4/3x^2.  what should the total volume of the water storage facility be?

A. 12/9x^5
B. 4/3x^6
C.64/27x^5
D.64/27x^6

radar · Answer

Wouldn't you just cube the dimension of that one side?$$[(4/3)x ^{2}]^{3}$$

radar · Answer

If you did that, the result would be $$(64/27)x ^{6}$$