# Lowest Common Denominator

Provide answers and step by step instructions on the problems:

1. What is the value of "y" for the given value of x and z

y= x +z x=3 z=15

2. Rewrite each fraction with the Lowest Common Denominator

4/15, 2/9, 3/5 43/36 + 3/5 + Â¼

3. Order of operations evaluate the following

5 x (3-2) to the 8th power - 5

4. List the given numbers from least to greatest

-3.1, 2 the 3rd power, -3 to the 3rd power, 6, 9, 4

5. Distributive property to rewrite expression then simplify expression

4x - 2 (3y - 5)

6. Simplify the following

-5 (a + b) - (a+b)

https://brainmass.com/math/basic-algebra/lowest-common-denominator-417256

#### Solution Preview

1. What is the value of "y" for the given value of x and z

y= x +z x=3 z=15

Substituting x=5 and z=15 into the expression for y, we obtain

y=x+z=5+15=20

So y=20.

2. Rewrite each fraction with the Lowest Common Denominator

4/15, 2/9, 3/5 43/36 + 3/5 + 1/4

The lowest common denominator for the first three fractions is 45. So we ...

#### Solution Summary

Lowest Common Denominator is ascertained. The value of y for the given value of x and z are determined.