This is correct. How did you solve it?
All you need to do is integrate the original expression once. Solve for the constant using the initial condition of $y'$
Then integrate again and solve for the constant using the initial condition of $y$
This is correct. How did you solve it?
All you need to do is integrate the original expression once. Solve for the constant using the initial condition of $y'$
Then integrate again and solve for the constant using the initial condition of $y$