Hi,
I'm sure this is straight forward I'm just having a mental block:
I'm trying to solve:
$\displaystyle \frac{dv}{dt}=1+(K+1)v$
should only need the first step or a hint!
There might be a simpler method but you can solve it like in the example here Examples of differential equations - Wikipedia, the free encyclopedia
Where p(x)= -(k+1) and q(x)= 1