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The income of a person is Rs. 45000 and his expenditure is Rs. 33000. If his income is increased by 22% and expenditure increased by 11%, then what will be the percentage increase in his savings?
  • a)
    11
  • b)
    45.75
  • c)
    22.15
  • d)
    52.25
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
The income of a person is Rs. 45000 and his expenditure is Rs. 33000. ...
Initial income = Rs. 45000
Initial Expenditure = Rs. 33000
Savings = Rs. 45000 - Rs. 33000 = Rs. 12000
New Income = 45000 + 22% of 45000 = Rs. 54900
New Expenditure = 33000 + 11% of 33000 = Rs. 36630
New savings = 18270
∴ Percentage increase in savings = [(18270 - 12000)/12000] × 100 = 52.25%
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Most Upvoted Answer
The income of a person is Rs. 45000 and his expenditure is Rs. 33000. ...
To calculate the percentage increase in savings, we need to find the difference between the new income and new expenditure, and then calculate the percentage increase in this difference.

Given:
Income = Rs. 45000
Expenditure = Rs. 33000

Step 1: Calculate the new income
New income = Income + (22% of Income)
= 45000 + (0.22 * 45000)
= 45000 + 9900
= 54900

Step 2: Calculate the new expenditure
New expenditure = Expenditure + (11% of Expenditure)
= 33000 + (0.11 * 33000)
= 33000 + 3630
= 36630

Step 3: Calculate the difference between new income and new expenditure
Difference = New income - New expenditure
= 54900 - 36630
= 18270

Step 4: Calculate the percentage increase in savings
Percentage increase = (Difference / Expenditure) * 100
= (18270 / 33000) * 100
= 55.36%

Therefore, the percentage increase in savings is approximately 55.36%, which is closest to option D) 52.25%.
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The income of a person is Rs. 45000 and his expenditure is Rs. 33000. If his income is increased by 22% and expenditure increased by 11%, then what will be the percentage increase in his savings?a)11b)45.75c)22.15d)52.25Correct answer is option 'D'. Can you explain this answer?
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