Question

Write 6^-7 in form 1/a^n where n>1

Answer 1

`(1)/(6^(7))`

Explanation:

`6^(-7)` is the same as
`(1)/(6^(7))` because the negative power (or exponent) tells us to find the reciprocal of the base number (in other words, turn it into a fraction in the form 1/x).

a = 6 and n = 7 which is greater than 1

Hope this helps!

Answer 2

`6^(-7) = 6^(0-7) =(6^0)/(6^7) = \frac 1{6^7}`