How do I show:

Given we let A=:

|1 1|

|1 0|

That:

A^n is equal to the matrix:

|fn+1 fn|

|fn fn-1|

for whenever R is positive.

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- July 19th 2009, 02:24 AMorendaclDiscrete math matrix?
How do I show:

Given we let A=:

|1 1|

|1 0|

That:

A^n is equal to the matrix:

|fn+1 fn|

|fn fn-1|

for whenever R is positive. - July 19th 2009, 04:21 AMrunning-gag
- July 25th 2009, 07:15 AMorendacl??? Here is what I have so far:
I said that the relation for 3rd and 4th should be:

cn+2 = cn+1+dn+1 = cn+1+bn

I tried everything except I do not know what to do given the relations for the problem...

Any follow up suggestions?