Question

find the derivative function of y given that
y= e^((x^2)(y))-100cos(x^2)
find the derivative function of y given that
y= e^((x^2)(y))-100cos(x^2)
@Mathematics

Answer 1

ok it is
\[y=e^{x^2y}-100\cos(x^2)\]
\[y'=e^{x^2y}(2xy+x^2y')+200x\sin(x^2)\] then some annoying algebra to solve for y'