Question

The ratio of a male. or female workers in factory is 4 : 3 . If there are 104 male worker , Then find the number of female worker in factory ?​

Answer 1

Answer:

78

Explanation:

Given,

Ratio of male and female workers in a factory is 4 : 3. Total male workers are 104.

Find the number of female workers.

Let's assume the common ratio as ‘x’

Then number of,

• Male workers = 4x
• Female workers = 3x

According to the question,

$\rm \therefore \: 4x = 104$

Solving for ‘x’ :-

$\implies \rm \: 4x = 104$

$\implies \rm \: x = \dfrac{104}{4}$

$\implies \rm \: x = 26$

Hence,

Total number of female workers are :-

$\rm = 3x$

$= 3(26)$

$= 78$

______________________________

Answer 2

Given :

The ratio of a male. or female workers in factory is 4 : 3

There are total 104 male worker in factory

To Find :

Total numbers of female worker in factory ?

Solution :

➡ Assume that Let the number of male worker

$\rm \implies \: 4x$

➡ Then, the number of male worker

$\rm \implies \: 3x$

➡ But the number of male worker

$\rm \implies \: 104$

$\rm \therefore \: 4 \: x = 104$

$\rm \implies \: x = \dfrac{104}{4}$

$\rm \implies \: x = 26$

Therefore :

➡The number of female worker in factory

$\rm \implies \: 3 \times number \: of \: male \: worker$

$\rm \implies \: 3 \times 26$

$\rm \implies \: 78$

Verification :

• Total numbers of both male and female

➡ Total number of male in factory + Total numbers of female in factory

$\rm \implies \: 78 + 26 = 104$