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

Question : An article is sold for INR 54,120 after two successive discounts of 12 percent and 18 percent. What is the marked price of the article?

Option 1: INR 75,000

Option 2: INR 78,000

Option 3: INR 72,000

Option 4: INR 81,000

Question : A shopkeeper offers the following discount schemes for buyers in an article:
i. Two successive discounts of $15 \%$ each
ii. A discount of $\mathrm{25 \%}$ followed by a discount of $5 \%$
iii. Two successive discounts of $20 \%$ and $10 \%$
iv. A discount of $30 \%$
Under which scheme will the selling price be maximum?

Option 1: Scheme iv

Option 2: Scheme iii

Option 3: Scheme ii

Option 4: Scheme i

Question : The selling price of one article after allowing a discount of 15% on its cost price, is the same as the selling price of another article after allowing a discount of 25% on its cost price. If the sum of the cost prices of both the articles is INR 640, then find the selling price of each article.

Option 1: INR 250

Option 2: INR 340

Option 3: INR 280

Option 4: INR 255

Question : A dealer buys an article listed at INR 3,000 and gets successive discounts of 15% and 15%. He spends INR 250 on transportation and sells it at a profit of 20%. Find the selling price of the article.

Option 1: INR 3,300

Option 2: INR 2,901

Option 3: INR 3,250

Option 4: INR 3,200

Question : A shopkeeper gives two successive discounts of 7% each on the marked price of Rs. 20,000 of an article. The selling price of the article is:

Option 1: Rs. 12,978

Option 2: Rs. 19,278

Option 3: Rs. 18,927

Option 4: Rs. 17,298