Question

dy/dx=x^2/y given y(3)=-1
solve for y as a function of x (don't leave complex fractions in the answer)
Need help desperate, dont want to fail!!!! T.T

Answer 1

Is this the complete question?

Answer 2

ya

Answer 3

interesting

Answer 4

You can solve this with the separation of variables method. Arrange the equation so you have in in the form\[f(y)dy = g(x)dx\]
and then integrate both sides
\[\int f(y)dy = \int g(x)dx\]
Then use y(3) = -1 to find the added constant from the integration.