Use Separation of Variables to find the general solution. Find the solution to the differential equation (dx)/(dt)=(t+2)(x²+1). Consider the shown work. What is x(t)?
A) (t²+2t)\int (x²+1)dx
B) (t²+2t)((x³)
C) (t²+2t)\int (x²+1)dx
D) (t²+2t)((x³)