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Rahul’s salary is 40% more than Mohit’s salary. If Rahul’s salary is increased by 60% and Mohit’s salary is decreased by 20%, then Rahul’s salary will be how much percentage of Mohit’s salary?
  • a)
    280
  • b)
    100
  • c)
    105
  • d)
    64
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Rahul’s salary is 40% more than Mohit’s salary. If Rahul&r...
Let Mohit’s original salary be 100
Rahul’s original salary (being 40% more than Mohit’s salary) = 100 + (40% of 100) = 100 + 40 = 140
If Rahul’s salary is now increased by 60%, then Rahul’s new salary = 140 + (60% of 140) = 140 + 84 = 224
If Mohit’s salary is decreased by 20%, then Mohit’s new salary = 100 - (20% of 140) = 100 - 20 = 80
To find Rahul’s salary is how much percentage of Mohit’s salary
⇒ 224 = ? % of 80
⇒ ? = (224/80) × 100% = 2.8 × 100% = 280%
∴ Required Percentage = 280%
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Most Upvoted Answer
Rahul’s salary is 40% more than Mohit’s salary. If Rahul&r...
Given data:
Rahul's salary is 40% more than Mohit's salary.

Calculations:
Let Mohit's salary be M.
Then, Rahul's salary = M + 40% of M = M + 0.4M = 1.4M.
After the increase and decrease in their salaries,
Rahul's new salary = 1.4M + 60% of 1.4M = 1.4M + 0.6*1.4M = 2.24M
Mohit's new salary = M - 20% of M = M - 0.2M = 0.8M

Percentage calculation:
Now, we need to find Rahul's new salary as a percentage of Mohit's new salary.
(Rahul's new salary / Mohit's new salary) * 100
= (2.24M / 0.8M) * 100
= 280%
Therefore, Rahul's salary will be 280% of Mohit's salary after the increase and decrease in their salaries. Hence, the correct answer is option A.
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Rahul’s salary is 40% more than Mohit’s salary. If Rahul’s salary is increased by 60% and Mohit’s salary is decreased by 20%, then Rahul’s salary will be how much percentage of Mohit’s salary?a)280b)100c)105d)64Correct answer is option 'A'. Can you explain this answer?
Question Description
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