Question : The marked price of an item is Rs. 200. On the purchase of 1 item, the discount is 5% and on the purchase of 2 items the discount is 14%. Rajshree buys 3 items. What is the effective discount?
Option 1: 37%
Option 2: 26.25%
Option 3: 11%
Option 4: 30.2%
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Correct Answer: 11%
Solution : Marked price of an item = Rs. 200 Amount saved on buying 1 item = 5% of Rs. 200 = Rs. 10 ⇒ Marked price of 2 items = 2 × Rs. 200 = Rs. 400 Amount saved on buying 2 items = 14% of Rs. 400 = Rs. 56 The total amount saved on buying 3 items = (10 + 56) = Rs. 66 The total marked price of 3 items = 3 × Rs. 200 = Rs. 600 Effective discount = $\frac{66}{600}×100$ = 11% Hence, the correct answer is 11%.
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Question : The marked price of an item is Rs. 900. On purchases of 2 items, the discount is 16% and on purchases of 5 items, the discount is 44%. Raksha buys 7 items, what is the effective discount?
Option 1: 10%
Option 2: 16%
Option 3: 36%
Option 4: 9.6%
Question : The marked price of an item was Rs. 480 but the shopkeeper offered a discount of 5%. At what price does he finally sell the item?
Option 1: Rs. 435
Option 2: Rs. 450
Option 3: Rs. 466
Option 4: Rs. 456
Question : The marked price of a saree is Rs. 200. After allowing a discount of 20% on the marked price, the shopkeeper makes a profit of Rs.16. Find the gain percentage:
Option 1: $11\frac{1}{9}$%
Option 2: $9\frac{1}{11}$%
Option 3: $11$%
Option 4: $8$%
Question : The marked price on a fancy item is INR 250 but there is an 18% discount during festival season. The price of the fancy item after the discount is:
Option 1: INR 204
Option 2: INR 205
Option 3: INR 202
Option 4: INR 208
Question : The marked price of an item is 25% more than that of its cost price. If a discount of 10% is given on the marked price, then the gain percentage is:
Option 1: $10 \frac{1}{2}$%
Option 2: $9 \frac{1}{2}$%
Option 3: $13 \frac{1}{2}$%
Option 4: $12 \frac{1}{2}$%
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