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It is easy to check that for any value of c, function y=x^2+c/x^2 is solution of equation xy'+2y=4x^2, (x>0). Find the value of c for which the solution satisfies the initial condition y(6)=2.
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this is a calculus problem . i just don't know how to go by solving it while putting the initial conditions in
take the derivative and you solve for y', take the y' to the second
it seems not right
is this for the 2nd equation only or both
what seems not right?! im confused
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maybe: 6^2+c/(6^2)=2 c=-1224
yeah that is the right answer
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