Question : The bar chart below shows the discount percentage offered by a shopkeeper in seven articles. The selling price of these seven articles: A1, A2, A3, A4, A5, A6, and A7 is Rs. INR 420, INR 600, INR 816, INR 825, INR 425, INR 800, and INR 840. Selling price $=$ Marked price $[1–\frac{\text { Discount percentage }}{100}]$ What is the sum of the marked price of these seven articles?
Option 1: INR 6,200
Option 2: INR 8,000
Option 3: INR 7,000
Option 4: INR 6,500
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Correct Answer: INR 7,000
Solution : Use the formula, $ \text{Marked price}= \frac{100\times \text{Selling price}}{\text {100– Discount percent }}$. The marked price of the first article $= \frac{100\times 420}{100–30 }=\frac{100\times 420}{70}=$ INR 600 The marked price of the second article $= \frac{100\times 600}{100–25 }=\frac{100\times 600}{75}=$ INR 800 The marked price of the third article $= \frac{100\times 816}{100-32}=\frac{100\times 816}{68}=$ INR 1,200 The marked price of the fourth article $= \frac{100\times 825}{100–45 }=\frac{100\times 825}{55}=$ INR 1,500 The marked price of the fifth article $= \frac{100\times 425}{100–15 }=\frac{100\times 425}{85}=$ INR 500 The marked price of the sixth article $= \frac{100\times 800}{100–20 }=\frac{100\times 800}{80}=$ INR 1,000 The marked price of the seventh article $= \frac{100\times 840}{100–40 }=\frac{100\times 840}{60}=$ INR 1,400 The sum of the marked price of these seven articles = INR (600 + 800 + 1200 + 1500 + 500 + 1000 + 1400) = INR 7,000. Hence, the correct answer is INR 7,000.
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Question : The marked price of a geyser is INR 9,400 and the shopkeeper allows a discount of 4% on it. Find the selling price of the geyser.
Option 1: INR 9,024
Option 2: INR 9,124
Option 3: INR 9,324
Option 4: INR 9,224
Question : The marked price on a book is INR 1,000. In a book fair, it is available for sale with a discount scheme offering two successive discounts of 12% and 8%. What is the final selling price (in INR) of the book for a customer (rounded off to the nearest integer)?
Option 1: 810
Option 2: 790
Option 3: 825
Option 4: 800
Question : The selling prices of articles A and B are the same. A is sold at a profit of 28% and B is sold at a loss of 24%. If the total selling price of both articles is INR 48640, then what is the cost price of A and B, respectively?
Option 1: INR 26000 and INR 40000
Option 2: INR 24000 and INR 38000
Option 3: INR 17000 and INR 28000
Option 4: INR 19000 and INR 32000
Question : A trader allows a 20% trade discount and a 30% cash discount. If the list price is INR 1,200, the selling price (in INR) is:
Option 1: 627
Option 2: 720
Option 3: 762
Option 4: 672
Question : The marked price of an article is INR 28,000. It can be sold in one of the following ways: Way A: A single discount of 24%. Way B: Two successive discounts of 16% and 10%. Which way will have the lowest selling price and what will be the value of it?
Option 1: Way A, INR 21,168
Option 2: Way B, INR 21,280
Option 3: Way A, INR 21,280
Option 4: Way B, INR 21,168
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