How do you simplify #(7.46) ^ { - 6} \cdot ( 7.46) ^ { 6}#?

1 Answer
Mar 7, 2017

See the entire simplification process below:

Explanation:

Use this rule of exponents to rewrite this expression:

#x^color(red)(a) = 1/x^color(red)(-a)#

#(7.46)^color(red)(-6) * (7.46)^6 = 1/(7.46)^color(red)(- -6) * (7.46)^6 =#

#1/(7.46)^color(red)(6) * (7.46)^6 = (7.46)^6/(7.46)^6 = 1#