1 BC=-E,BC+A =
[0 0]
[3 0]
A^2 =
[1 0]
[2*3 1]
A^n =
[1 0]
[3n 1]
(A+A^2+...+A^9) =
[9 0]
[135 9]
(A+A^2+...+A^9) (BC+A) =
[ 0 0]
[27 0]
选A.
2.A^2=E,B = A-E,
BC = (A-E)(A^10+A^9+...+A+E)
= A^11-E = A-E = B 选C.
1 BC=-E,BC+A =
[0 0]
[3 0]
A^2 =
[1 0]
[2*3 1]
A^n =
[1 0]
[3n 1]
(A+A^2+...+A^9) =
[9 0]
[135 9]
(A+A^2+...+A^9) (BC+A) =
[ 0 0]
[27 0]
选A.
2.A^2=E,B = A-E,
BC = (A-E)(A^10+A^9+...+A+E)
= A^11-E = A-E = B 选C.