How do you rewrite #1/(333) using a negative exponent?

Question

1905 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2017-10-08T23:19:53

I'm assuming you meant the following: $1/(3*3*3)$

If so, the first thing you would do is simplify the denominator:

$1/27$

Using a negative exponent, you can write that as:

$27^-1$

Remember this: if you have any fraction in the form $1/x$ , you can rewrite the expression as $x^-1$ .

How do you rewrite #1/(3*3*3) using a negative exponent?