Question

What value of v makes this equation true. V 3rd power =-3

Answer 1

Given:

`V^3=-3`

To find V:

Taking cube root on both sides we get,

`\begin{gathered} (V^3)^{(1)/(3)}=(-3)^{(1)/(3)} \\ V=(-3)^{(1)/(3)} \\ V=\sqrt[3]{-3} \end{gathered}`

Thus, the value of V is,

`V=\sqrt[3]{-3}`