# How to solve a differential equation in DSolve that involves constants?

I know how to solve equations (which does not involve constants) using the DSolve. However, I got an equation that involve constants, i.e. $$dy/dt=(\Gamma \cos t+T)y-y^{3}$$, where $$\Gamma$$ and $$T$$ are constants.

I manually solved it and able to find the solution. However, I want to verify my answer using Mathematica.

How to solve this equation using the DSolve command?

DSolve[y'[t] == (\[CapitalGamma] Cos[t]  + T) y[t] \[Minus] y[t]^3, y, t]