Question : The marked price of one pen is Rs. 'x'. The selling price of one packet of 'x' pens, after a discount of 15%, is Rs.1,360. What is the value of 'x'?
Option 1: 20
Option 2: 40
Option 3: 30
Option 4: 45
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Correct Answer: 40
Solution : Given, The marked price of one pen is Rs. x Discount is given: 15% Selling price of one packet of 'x' pens after discount: Rs. 1,360 We know, Selling price = Marked price - Discount Now, the marked price of x pens = x2 So, according to the question ⇒ 85% of x2 = 1360 ⇒ x2 = $\frac{1360 \times 100}{85}$ ⇒ x2 = 1600 ⇒ x = 40 Hence, the correct answer is 40.
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Question : The marked price of a computer is Rs. 10000. Selling price of the computer is Rs. 7650. If two successive discounts of 15 percent and x percent are given, then what is the value of x?
Option 1: 5 percent
Option 2: 15 percent
Option 3: 10 percent
Option 4: 20 percent
Question : The marked price of a pen is 25% more than its cost price. The pen is sold for INR 220 after a discount of INR 30. What is the profit percentage?
Option 1: 10%
Option 2: 15%
Option 3: 20%
Option 4: 17.5%
Question : The marked price of a toy is INR 100 and the selling price is INR 80. Calculate the discount percentage.
Option 1: 20%
Option 2: 40%
Option 3: 10%
Option 4: 30%
Question : An item is sold at two successive discounts of 20 percent and 20 percent. The selling price of the article after the second discount is Rs. 3,616. If it is sold only at one discount of 20 percent, then what will be the selling price of the article?
Option 1: Rs. 3,960
Option 2: Rs. 4,520
Option 3: Rs. 4,080
Option 4: Rs. 5,200
Question : Akshay has 30 articles, each having the same cost price. He marked the price of each article at 30% above its cost price. He sold 15 of the articles at a discount of 20% each, and the remaining 15 articles at a discount of 10% each, thereby gaining a total profit of Rs. 630. What was the cost price of each article?
Option 1: Rs. 240
Option 2: Rs. 180
Option 3: Rs. 280
Option 4: Rs. 200
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