I have the result of a differential equation to be:
$$\ln(x+3)=3\ln(t+2)+C$$
I want this to be as simplified as possible. Can it be proceeded like:
$$e^{(x+3)}=3e^{(t+2)+C}$$
I am not sure about the equation above, but I have the final answer given to be:
$$x=-3+(t+2)^3C$$
Can somone please explain how this became the final answer?!