solve the system of linear recurrence relations:
x (n+1) = -x(n)+3y(n)
y(n+1) = -3x(n) +5y(n) with start up condition (x(0) =1 and y(0) =2. Anybody help me. the condition should be posted in attached part

Question

solve the system of linear recurrence relations:
x (n+1) = -x(n)+3y(n)
y(n+1) = -3x(n) +5y(n) with start up condition (x(0) =1 and y(0) =2. Anybody help me. the condition should be posted in attached part

anonymous · Answer

with start up condition $$\left(\begin{matrix}_{xo} \ yo\end{matrix}\right)=\left(\begin{matrix}1 \ 2\end{matrix}\right)$$

experimentx · Answer

make a matrix|dw:1360854043934:dw|
find the eigen values and eigen vectors