Question

Simplify: 3/5x + x
Where 3 over 5 x plus x

Answer 1

3/(5x) + x = 3/(5x) + x/1 * (5x)/(5x)
= 3/(5x) + 5x²/5x
= (3+5x²) / 5x

Answer 2

`(8x)/(5)`

Explanation:

Given that,

`(3)/(5)x+x`

In the given expression simplify the two terms

First we make the conman denominator of both term

denominator of first term is 5 and second term is 1.

We find the least common denominator of 5 and 1

That is 5

Multiply by 5 at numerator and denominator with second term

`\Rightarrow (3x)/(5)+(5x)/(5)`

write as common denominator, 5

`\Rightarrow (3x+5x)/(5)`

Combine the numerator, 3x+5x

`\Rightarrow (8x)/(5)`

Hence, The simplified form will be
`(8x)/(5)`