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10 questions from this quiz
When all yyy terms can go on one side
dydx=g(x)h(y)\frac{dy}{dx} = g(x)h(y)dxdy=g(x)h(y)
1h(y) dy=g(x) dx\frac{1}{h(y)} \, dy = g(x) \, dxh(y)1dy=g(x)dx
The constant of integration CCC
1y dy=x dx\frac{1}{y} \, dy = x \, dxy1dy=xdx
Exponentiate both sides
y=C1ex22y = C_1 e^{\frac{x^2}{2}}y=C1e2x2
(y+1) dy=x dx(y + 1) \, dy = x \, dx(y+1)dy=xdx
Solution not solved explicitly for yyy
Growth and decay, motion, fluid flow
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