I need to solve the following recurrence relations.
1. Homogeneous
A. an= 2an-1-an-2, for n> or equal to 2 and a0=4, a1=1
B. an+2= -4an-1+5an-2, for n> or equal to 2 and a0=2, a1=8
2. Non-homgogeneous
A. fn=3fn-1+n^2-3, n> or equal to 1; f0=1
B. fn+2+3fn+1+2fn=3n, n> or equal to 0; (f0,f1)=(0,1)
C. fn-4fn-1+4fn-2=3n+2^n, n> or equal to 2;(f0,f1)=(1,1)
D. an+3-3an+2+3an+1-an=3+5n, n> or equal to 0
Thanks.
See the last post. http://www.mathhelpforum.com/math-he...rsive-one.html