find-the-general-solution-to-the-separable-differential-equation-3tdwdt6t2-3t-fr

Question

Find the general solution to the separable differential equation 3tdwdt=6t2 3t \frac{dw}{dt} = $$6t^2 .$$

Accepted Answer

w(t)=t2+Cw\left(t\right)=$$t^2+C$$

Answer

w(t)=2t2+Cw\left(t\right)=$$2t^2+C$$

Answer

w(t)=t24+Cw\left(t\right)=\frac{$$t^2$$}{4}+C

Answer

w(t)=t22+Cw\left(t\right)=\frac{$$t^2$$}{2}+C

Find the general solution to the separable differential equation 3tdwdt=6t2 3t \(\frac{dw}{dt}\) = 6t^2 .