y_{i+1} = 2y_{i} + 3y_{i-1} -1 i=1,2...
A. Find the general homogeneous solution
B. Find a particular inhomogeneous solution
C. Find the general inhomogeneous solution
D. y(0) = 0, y(1) = 1 Find the unique solution
E. Verify that y_{i} satisfies the recurrence and the initial conditions