Question

i need to solve it this dif eq
dy/dx = x^2 + y -1

Answer 1

what precisely do you want to solve?

Answer 2

I want to find a the function y that satisfies that ODF

Answer 3

y(x) = c_1 e^x-(x+1)^2

Answer 4

err \[c_{1}\]

Answer 5

that means c1 + e^x-(x-1)^2

Answer 6

to elucidate I think you need to put it in (standard linear form)?
dy/dx + p(x)y = q(x)

then find the integrating factor Mu which is equal to e^integral(p(x))
multiply all terms by Mu and teh right side will simply to d/dx(mu*y). Then it is easy to integrate both sides and isolate y.