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

1 Answer
Oct 8, 2017

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#.