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In a factory 60% of the workers are above 30 years and of these 75% are males and the rest are females. If there are 1350 male workers above 30 years, the total number of workers in the factory is
  • a)
    3000
  • b)
    2000
  • c)
    1800
  • d)
    1500
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
In a factory 60% of the workers are above 30 years and of these 75% ar...
Let the total number of workers in the factory be X. Then,
Total number of workers above 30 years of age

Also it is given that out of these 75% are male. Thus
Total number of male workers above 30 years of age

It is given that total number of male workers above 30 years
= 1350
Hence,
⇒ 0.45X = 1350
⇒ X = 3000
∴ Total workers in the factory are 3000.
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Most Upvoted Answer
In a factory 60% of the workers are above 30 years and of these 75% ar...
Given:

- 60% of the workers are above 30 years.
- Of these, 75% are males and the rest are females.
- There are 1350 male workers above 30 years.

To find:

- Total number of workers in the factory.

Solution:

Let's assume the total number of workers in the factory as 'x'.

- 60% of the workers are above 30 years, so the number of workers above 30 years = 60% of x = 0.6x.
- Of these, 75% are males and the rest are females. So, the number of male workers above 30 years = 75% of workers above 30 years = 0.75 * 0.6x = 0.45x.
- We know that there are 1350 male workers above 30 years. So, 0.45x = 1350.
- Solving for 'x', we get x = 3000.

Therefore, the total number of workers in the factory is 3000.

Answer: Option A.
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In a factory 60% of the workers are above 30 years and of these 75% are males and the rest are females. If there are 1350 male workers above 30 years, the total number of workers in the factory isa)3000b)2000c)1800d)1500Correct answer is option 'A'. Can you explain this answer?
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