Consider the following differential equation to be solved by the method of undetermined coefficients. y"8y' + 16y = 8x + 7 Find the complementary function for the differential equation. y(x) = Find the particular solution for the differential equation. Yp(x) = Find the general solution for the differential equation. y(x) =

Only problem 72

If V=R\power{3}, and W\index{1} is the xy plane and let W\index{2} is yz-plane:     W\index{1}={(x,y,0):x,y∈R}     W\index{2}={(0,y,z):y,z∈R} then V is not the direct sum of W\index{1} and W\index{2}.

Could you perhaps draw this?