Find the general solution to the differential equation dwdθ=θ4\frac{dw}{d\theta} = \theta^4dθdw=θ4.
w=θ5+Cw = \theta^5 + Cw=θ5+C
w=θ55+Cw = \frac{\theta^5}{5} + Cw=5θ5+C
w=4θ3+Cw = 4\theta^3 + Cw=4θ3+C
w=θ33+Cw = \frac{\theta^3}{3} + Cw=3θ3+C