SOLUTION: Use Mathematical Induction to show that 512/8 * 5^n + 6 * 3^2n - 80n - 14 for all n E N.

Algebra ->  Graphs -> SOLUTION: Use Mathematical Induction to show that 512/8 * 5^n + 6 * 3^2n - 80n - 14 for all n E N.      Log On


   



Question 1182399: Use Mathematical Induction to show that 512/8 * 5^n + 6 * 3^2n - 80n - 14 for all n E N.
Answer by greenestamps(13214) About Me  (Show Source):
You can put this solution on YOUR website!


The post shows an expression instead of an equation, so there is nothing that can be proved.

Additionally, the expression shown might be missing some necessary parentheses.

"512/8 * 5^n" = 512%2F8+%2A+5%5En+=+64+%2A+5%5En or "512/(8 * 5^n)" = 512%2F%288+%2A+5%5En%29 ?

"6*3^2n" = 6%2A3%5E2n or "6*3^(2n)" = 6%2A3%5E%282n%29 ?

Re-post the question, making sure the expression is shown correctly, and showing an equation instead of an expression.