Chapter 6, Problem 9PSQ

To determine

To write : the fraction in simplest form

Answer to Problem 9PSQ

The simplest form of fraction $\frac{a^3{b}^2{c}^2}{b{c}^2}$ is $a^{3}b$

Explanation of Solution

Given information :

Consider, the fraction

  $\frac{a^3{b}^2{c}^2}{b{c}^2}$

Calculation:

Therefore, the solution of fraction is

  $\begin{array}{l}\frac{a^3{b}^2{c}^2}{b{c}^2}\\ \frac{a\cdot a\cdot a\cdot b\cdot b\cdot c\cdot c}{b\cdot c\cdot c}\\ {\text{a}}^3\text{b }\end{array}$

Hence,the simplest form of fraction $\frac{a^3{b}^2{c}^2}{b{c}^2}$ is $a^{3}b$