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Algebraically solve the differential equation of dy/dx=(3x^2)/(y)
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in other words, separate it
get it into the form of dy = dx with the ys on the y side and the xs on the x side
i dont think that solves it algebraically tho ....
so do i multiply both sides by dx and y to get dy/y=3x^2dx what do i do after that?
that would work to set it up; but the next step is to integrate both sides
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err, y dy = 3x^2 dx
ok so i ended with y^2=3x^3+3C what do i do next?
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