1. The problem statement, all variables and given/known data For the following Differential Equation, identify the type(separable, linear, exact, homogeneous, Bernoulli), then obtain a general solution with DERIVE (2x+y+1)y'=1 2. Relevant equations 3. The attempt at a solution I'm fairly certain that this is not a homogeneous or exact, but I cannot figure out which other form it could fit with. I thought possibly linear, but only ended up with y' - 1/(2x+y+1)=0. I don't think p(x) can contain y so that would not fit the linear form. I think I need to rearrange some terms but I'm not entirely sure.