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Solve the differential equation dy/dx=14x^2y^2 with the condition y(2)=4 the solution to the equation is y=
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its a separable differential equation, \[\frac{dy}{dx}=14x^2y^2\]\[\frac{dy}{y^2}=14x^2dx\]
and what do we do next?
Integrate both sides.
can you show me step by step?
How about you show me your steps and I will help you when you stumble.
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im not sure how to start, thats why i asked
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