CP and SP

Q.

A man bought 2 shirts, which together cost him ₹ 480. He sold one of them at a loss of 15% and the other at a gain of 19%. If the selling price of both the shirts are equal, find the cost price of the lower priced shirt.

1. ₹ 180

2. ₹ 200

3. ₹ 250

4. ₹ 280

Q.

If the cost price of 25 books is equal to the selling price of 20 books, then find the gain/loss percentage per book?

1. 50%
2. 20%
3. 25%
4. 15%

Q.

The profit on a computer whose cost price is ₹ 14000 is ₹ 700. What is the selling price?

1. ₹ 14070

2. ₹ 15400

3. ₹ 14700

4. ₹ 13300

Q.

Mohan sells an article for ₹450 at a gain of 20%. Find its cost price.

1. ₹ 375

2. ₹ 350

3. ₹ 300

4. ₹ 325

Q.

5 scooters were sold by a dealer as a promotional offer by giving 20% discount on their Marked price of ₹ 55000 each. Find the final selling price of the 5 scooters.

1. ₹ 210000

2. ₹ 200000

3. ₹ 220000

4. ₹ 240000

Q.

A defective briefcase costing ₹800 is being sold at a loss of $8\%$. If the price is further reduced by $5\%$, find its selling price.

1. ₹. 699.20

2. ₹. 720.40

3. ₹. 899.60

4. ₹ 640. 80

Q. If the tax on a ₹ 100 article is 20%, then what is the final cost of the purchase?

1. $28
2. $16
3. $22
4. $24

Q.

A sells a radio to B at a loss of 20%, B sells it to C at a loss of 30% and C sells it to D at a loss of 10%. If A pays ₹ 2000, then the Cost Price for D is :

1. ₹ 1500

2. ₹ 1008

3. ₹ 948

4. ₹ 1200

Q.

What should be the selling price of an article that costs ₹20 in order to make a profit of ₹4?

1. ₹28

2. ₹22

3. ₹24

4. ₹16

Q. Match the following with their respective formula.

1. $S.P.-C.P.$
2. $C.P.-S.P.$
3. $\frac{Profit}{C.P.}\times 100$
4. $\frac{Profit\%+100}{100}\times C.P.$