- #1
supasupa
- 24
- 0
Hey there evryone
I need some help with this problem as I don't know which direction to go with it.
Prove by mathematical induction that (13^n)-(6^n) is divisible by 7.
The Base Step is obviously ok...
Then assume (13^K)-(6^K) is true
Then have to prove (13^(k+1))-(6^(k+1)) is true... how do i do this
thank heaps...
I need some help with this problem as I don't know which direction to go with it.
Prove by mathematical induction that (13^n)-(6^n) is divisible by 7.
The Base Step is obviously ok...
Then assume (13^K)-(6^K) is true
Then have to prove (13^(k+1))-(6^(k+1)) is true... how do i do this
thank heaps...