## Study online complex fraction help

**Introduction :**

In this article discuss about study online complex fraction help solving problems. A complex fraction is a fraction that has more than one rational expression in the top number (numerator) and bottom number (denominator).In online you will enter the math fraction problem after that you will get step by step solutions for the given problems. Study online complex fraction help is helpful for students who are using online section.

For example: `4/ (3/2) ` is a complex fraction

Here 4 is numerator and `3/2` is denominator.

Study online complex fraction help-Example problems:

**Example 1:**

Convert `2/ (5/3)` to a simple fraction and reduce.

**Solution:**

The given complex fraction `2/ (5/3)`

Can be written as `2/1 -: 5/3`

First we have to take the reciprocal of the 2nd number, and then multiply with the second one

Reciprocal of `5/4` is `3/5`

`2/1` x` 3/5`

Multiply the numerator and denominator

`(2 xx 3) / (1 xx 5)` =` 6/5`

Therefore complex fraction solution is` 6/5`

**Example 2:**

Convert` 6/ (5/3)` to a simple fraction and reduce.

**Solution:**

The given complex fraction `6/ (5/3)`

Can be written as` 6/1 -: 5/3`

First we have to take the reciprocal of the 2nd number, and then multiply with the second one

Reciprocal of `5/3` is `3/5`

`6/1 ` x `3/5`

Multiply the numerator and denominator

`(6 xx 3) / (1 xx 5)` =` 18/5`

Therefore complex fraction solution is `18/5`

**Example 3:**

Convert `16/ (6/4)` to a simple fraction and reduce.

**Solution:**

The given complex fraction `16/ (6/4)`

Can be written as `16/1 -: 6/4`

First we have to take the reciprocal of the 2nd number, and then multiply with the second one

Reciprocal of `6/4` is `4/6`

`16/1` x `4/6`

Multiply the numerator and denominator

`(16 xx 4) / (1 xx 6)` = `64/6`

Therefore complex fraction solution is `32/3`

**Example 4:**

Convert `7/ (5/4)` to a simple fraction and reduce.

**Solution:**

The given complex fraction `7/ (5/4)`

Can be written as `7/1 -: 5/4`

First we have to take the reciprocal of the 2nd number, and then multiply with the second one

Reciprocal of `7/4` is `4/5`

`7/1` x `4/5`

Multiply the numerator and denominator

`(7 xx 4) / (1 xx 5)` = `28/5`

Therefore complex fraction solution is `28/5` .

Study online complex fraction help practice problems:

Problem 1: Convert `4/ (5/4)` to a simple fraction and reduce

**Solution**: `16/5`

Problem 2: Convert` 5/ (3/4)` to a simple fraction and reduce

**Solution:**`20/3`