How do you simplify #(-9f^3g^5h^2)/(6fg^2h )#?

1 Answer
May 10, 2015

This expression can be simplified using properties of exponents. That is, if both the denominator and the numerator are one term, or if there is a common variable between both the numerator and denominator (e.g #(f^2(5h+4k))/(f(2k+5h))#, the shared variable on both sides of the division bar can be cancelled out.

In the example earlier, the #f^2# in the numerator will become #f# and the denominator's #f# will cancel out: #(f(5h+4k))/((2k+5h))#

In your specific equation, the final answer will be

#(-3f^2g^3h)/2#