Question

How do you simplify `4^n/(3^(n-1))`?

Answer 1

See a solution process below:

Explanation:

Multiply the expression by `1` or `3/3`:

`3/3 * 4^n/3^(n - 1) = (3 * 4^n)/(3 * 3^(n-1)) = (3 * 4^n)/(3^1 * 3^(n-1)) =`

`(3 * 4^n)/(3^(1+n-1)) = (3 * 4^n)/3^n = 3*4^n/3^n = 3(4/3)^n`