Q. A man spends 80% of his income. If his income increases by 25% and his expenditure remains the same, what percentage of his new income does he save?

  • (A) 20%
  • (B) 30%
  • (C) 36%
  • (D) 40%
πŸ“ Notes
βœ… Correct Answer: (C) 36%
Explanation: Assume income = β‚Ή100. Expenditure = β‚Ή80. New income = β‚Ή125. Savings = β‚Ή45. Savings percentage = (45/125) × 100 = 36%.

Q. A candidate scores 48% marks and fails by 24 marks. Another candidate scores 60% marks and gets 48 marks more than the passing marks. The passing percentage is:

  • (A) 50%
  • (B) 52%
  • (C) 54%
  • (D) 55%
πŸ“ Notes
βœ… Correct Answer: (B) 52%
Explanation: Difference in marks = 24 + 48 = 72 = 12% of total marks. Total marks = 72 × 100 / 12 = 600. Passing marks = 48% of 600 + 24 = 312 = 52% of 600.

Q. The price of rice is increased by 20%. By what percentage should a family reduce its consumption so that the expenditure increases by only 8%?

  • (A) 8%
  • (B) 10%
  • (C) 12%
  • (D) 15%
πŸ“ Notes
βœ… Correct Answer: (B) 10%
Explanation: Required consumption = 108/120 = 90% of the original. Hence, reduction = 10%.

Q. A person's salary is increased by 10% and then by another 20%. By what percentage should it now be reduced to reach the original salary?

  • (A) 24.24%
  • (B) 25%
  • (C) 26.67%
  • (D) 28%
πŸ“ Notes
βœ… Correct Answer: (A) 24.24%
Explanation: New salary = 1.10 × 1.20 = 1.32 times the original. Required reduction = (32/132) × 100 = 24.24%.

Q. The population of a town decreases by 10% in the first year and by another 20% in the second year. The overall percentage decrease is:

  • (A) 28%
  • (B) 30%
  • (C) 32%
  • (D) 35%
πŸ“ Notes
βœ… Correct Answer: (A) 28%
Explanation: Remaining population = 90% × 80% = 72%. Therefore, net decrease = 28%.

Q. If A is 30% more than B and B is 20% more than C, then A is what percent more than C?

  • (A) 50%
  • (B) 54%
  • (C) 56%
  • (D) 60%
πŸ“ Notes
βœ… Correct Answer: (C) 56%
Explanation: Let C = 100. Then B = 120 and A = 156. Hence, A is 56% more than C.

Q. A trader marks an article 50% above the cost price and allows two successive discounts of 20% and 10%. His profit percentage is:

  • (A) 6%
  • (B) 8%
  • (C) 10%
  • (D) 12%
πŸ“ Notes
βœ… Correct Answer: (B) 8%
Explanation: Assume CP = β‚Ή100. MP = β‚Ή150. Selling price = 150 × 0.8 × 0.9 = β‚Ή108. Profit = 8%.

Q. The value of an investment increases by 25% in the first year and decreases by 20% in the second year. Compared to the original investment, the final value is:

  • (A) 5% more
  • (B) No change
  • (C) 5% less
  • (D) 2% more
πŸ“ Notes
βœ… Correct Answer: (B) No change
Explanation: Assume investment = 100. After a 25% increase it becomes 125. After a 20% decrease it becomes 100. Hence, there is no net change.

Q. A student answers 80% of the questions correctly. If there are 250 questions in the test, the number of incorrect answers is:

  • (A) 40
  • (B) 45
  • (C) 50
  • (D) 60
πŸ“ Notes
βœ… Correct Answer: (C) 50
Explanation: Correct answers = 80% of 250 = 200. Incorrect answers = 250 − 200 = 50.

Q. A man's expenditure is 75% of his income. If his income increases by 20% while expenditure remains unchanged, what percentage of his new income does he save?

  • (A) 30%
  • (B) 35%
  • (C) 37.5%
  • (D) 40%
πŸ“ Notes
βœ… Correct Answer: (C) 37.5%
Explanation: Assume income = β‚Ή100. Expenditure = β‚Ή75. New income = β‚Ή120. Savings = β‚Ή45. Savings percentage = (45/120) × 100 = 37.5%.

Jump to