Chapter 6.4, Problem 34WE

To determine

To find: The form of fraction with their LCD.

Answer to Problem 34WE

The form of fraction with their LCD is $\frac{m}{3m^2{n}^2},\frac{6n}{3m^2{n}^2}$.

Explanation of Solution

Given,

The given fraction as,

  $\frac{1}{3m{n}^2},\frac{2}{m^{2}n}$

Calculation:

Multiply and divide the first fraction with m,

  $\frac{1}{3m{n}^2}=\frac{m}{3m^2{n}^2}$

Multiply and divide the first fraction with 3n,

  $\frac{2}{m^{2}n}=\frac{6n}{3m^2{n}^2}$

Thus, the form of fraction with their LCD is $\frac{m}{3m^2{n}^2},\frac{6n}{3m^2{n}^2}$.