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Find the general solution to (b) dy/dt = t^2y^3
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this thing slow, or is it just me?
\[\frac{dy}{y^3}=t^2dt\]Integrate both sides to get:\[\frac{-1}{2y^2}=\frac{t^3}{3}+C\]Solve for y in terms of t.
separables: \[\int \left(y^{-3}dy=t^2dt\right)\]
what does y =?
thats what solving it will actually get you. If you cant remember how to integrate simple powers, then you might need to go back and review that.
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