Basic Maths and Reasoning MCQs (page 71 of 212)
Percentages, ratios, averages, profit and loss, speed and time, number series and simple logical reasoning, with the working shown for every answer.
4,221 questions. Select an option to check your answer, or open "Show answer". Showing 1401–1420.
- 1401.
An item bought for Rs 4,700 is sold for Rs 5,405. What is the profit percentage?
Show answer
Answer: D. 15%
Profit = Rs 705. Profit % = 705 ÷ 4,700 × 100 = 15% (always on the cost price).
- 1402.
An item bought for Rs 850 is sold for Rs 1,105. What is the profit percentage?
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Answer: C. 30%
Profit = Rs 255. Profit % = 255 ÷ 850 × 100 = 30% (always on the cost price).
- 1403.
An item bought for Rs 4,450 is sold for Rs 4,005. What is the loss percentage?
Show answer
Answer: B. 10%
Loss = Rs 445. Loss % = 445 ÷ 4,450 × 100 = 10% (always on the cost price).
- 1404.
An item bought for Rs 2,550 is sold for Rs 1,275. What is the loss percentage?
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Answer: B. 50%
Loss = Rs 1,275. Loss % = 1,275 ÷ 2,550 × 100 = 50% (always on the cost price).
- 1405.
An item bought for Rs 1,700 is sold for Rs 2,380. What is the profit percentage?
Show answer
Answer: C. 40%
Profit = Rs 680. Profit % = 680 ÷ 1,700 × 100 = 40% (always on the cost price).
- 1406.
An item bought for Rs 4,350 is sold for Rs 6,090. What is the profit percentage?
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Answer: D. 40%
Profit = Rs 1,740. Profit % = 1,740 ÷ 4,350 × 100 = 40% (always on the cost price).
- 1407.
An item bought for Rs 800 is sold for Rs 680. What is the loss percentage?
Show answer
Answer: A. 15%
Loss = Rs 120. Loss % = 120 ÷ 800 × 100 = 15% (always on the cost price).
- 1408.
An item bought for Rs 2,550 is sold for Rs 1,275. What is the loss percentage?
Show answer
Answer: B. 50%
Loss = Rs 1,275. Loss % = 1,275 ÷ 2,550 × 100 = 50% (always on the cost price).
- 1409.
An item bought for Rs 100 is sold for Rs 140. What is the profit percentage?
Show answer
Answer: D. 40%
Profit = Rs 40. Profit % = 40 ÷ 100 × 100 = 40% (always on the cost price).
- 1410.
An item bought for Rs 4,000 is sold for Rs 2,000. What is the loss percentage?
Show answer
Answer: B. 50%
Loss = Rs 2,000. Loss % = 2,000 ÷ 4,000 × 100 = 50% (always on the cost price).
- 1411.
An item bought for Rs 3,100 is sold for Rs 2,480. What is the loss percentage?
Show answer
Answer: C. 20%
Loss = Rs 620. Loss % = 620 ÷ 3,100 × 100 = 20% (always on the cost price).
- 1412.
An item bought for Rs 800 is sold for Rs 880. What is the profit percentage?
Show answer
Answer: B. 10%
Profit = Rs 80. Profit % = 80 ÷ 800 × 100 = 10% (always on the cost price).
- 1413.
An item bought for Rs 4,450 is sold for Rs 4,005. What is the loss percentage?
Show answer
Answer: A. 10%
Loss = Rs 445. Loss % = 445 ÷ 4,450 × 100 = 10% (always on the cost price).
- 1414.
An item bought for Rs 1,250 is sold for Rs 1,625. What is the profit percentage?
Show answer
Answer: D. 30%
Profit = Rs 375. Profit % = 375 ÷ 1,250 × 100 = 30% (always on the cost price).
- 1415.
An item bought for Rs 2,950 is sold for Rs 4,130. What is the profit percentage?
Show answer
Answer: B. 40%
Profit = Rs 1,180. Profit % = 1,180 ÷ 2,950 × 100 = 40% (always on the cost price).
- 1416.
An item bought for Rs 2,200 is sold for Rs 2,860. What is the profit percentage?
Show answer
Answer: C. 30%
Profit = Rs 660. Profit % = 660 ÷ 2,200 × 100 = 30% (always on the cost price).
- 1417.
An item bought for Rs 2,150 is sold for Rs 1,075. What is the loss percentage?
Show answer
Answer: C. 50%
Loss = Rs 1,075. Loss % = 1,075 ÷ 2,150 × 100 = 50% (always on the cost price).
- 1418.
An item bought for Rs 300 is sold for Rs 210. What is the loss percentage?
Show answer
Answer: C. 30%
Loss = Rs 90. Loss % = 90 ÷ 300 × 100 = 30% (always on the cost price).
- 1419.
An item bought for Rs 3,350 is sold for Rs 1,675. What is the loss percentage?
Show answer
Answer: C. 50%
Loss = Rs 1,675. Loss % = 1,675 ÷ 3,350 × 100 = 50% (always on the cost price).
- 1420.
An item bought for Rs 1,200 is sold for Rs 900. What is the loss percentage?
Show answer
Answer: C. 25%
Loss = Rs 300. Loss % = 300 ÷ 1,200 × 100 = 25% (always on the cost price).