- #1
Dustinsfl
- 2,281
- 5
If A and B are similar matrices, show that Ak and Bk are similar.
I am almost positive this has to be done by induction.
p(k):= Bk=S-1*Ak*S
p(k+1):= Bk+1=S-1*Ak+1*S
Assume p(k) is true.
I know I could take p(k) and multiply right by A but I don't think that will go any where.
I am almost positive this has to be done by induction.
p(k):= Bk=S-1*Ak*S
p(k+1):= Bk+1=S-1*Ak+1*S
Assume p(k) is true.
I know I could take p(k) and multiply right by A but I don't think that will go any where.