Solve for $x$: $$x^{\frac 13}={32\over \sqrt{x}}$$ I'm not sure how start up this problem. I thought you had to multiply both sides by $\sqrt{x}$ so that it cancels out on the right side and moves to the other side and then convert it to a exponent to equal: $$x^{\frac 13} \times x^{\frac 12}=3...