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y^2 is directly proportional to x^3. If y is doubles find the percentage increase in x
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\[y^2=kx^3\] for some real \(k\). When \(y\) doubles: \[(2y)^2=4y^2=4kx^3=k\left(4^{1/3}x\right)^3\approx k(1.587x)^3\] The percentage increase is approximately 59%, because \(1.59x=x+\color{red}{.59x}\).
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