User talk:Wotnarg

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\frac{dh}{dt} = -\frac{\sqrt(h)}{5}
\frac{-5}{dt} = \frac{\sqrt{h}}{dh}
\int{\frac{dt}{-5}} = \int{\frac{dh}{\sqrt{h}}}
-1/5*t + C=2\sqrt{h}
\frac{-1/5*t+C}{2} = \sqrt{h}
\frac{(-1/5*t+C)^2}{4}=h
# Note: in the next step I kill the squared by sqrting both sides
− 1 / 5 * (0) + C / 4 = 17
C = 17