Question

1. Find the selling price.
a. MP = ₹250 and discount = 20%
b. MP = ₹15 and discount = 1%

2. Find the marked price.

a. SP =₹ 455 and discount % 5/6
b. SP = ₹303 and discount 19%

3. Find the discount per cent.
a. SP = ₹3500, MP = ₹4000
b. SP = ₹705 and MP = ₹897

4. Due to festival season, a saree is sold for ₹ 3,000 after allowing a discount of What is the marked price?

5. Calculate the discount per cent if an article is marked at ₹700, but sold at ₹630 due to festival season.

6. A radio is marked at ₹2,000.
The shopkeeper allows a discount of 10% on it. Find the net selling price.

7. A shopkeeper marked his goods 40% abo the cost price and allows a discount of 25% on it. Find his gain or loss per cent.

8. The cost orice of an article is ₹ 375. Find the marked price of the article so as to gain 8% after allowing a discount of 25%.

9. A dealer marked the price of his goods and allows a discount of 10%. How much per cent above the cost price must be marked on his goods to make a profit of 8%?

10. Find the rate of discount being given on a watch whose selling price is ₹ 315 after deducting a discount of ₹ 210 on the marked price.

11. The cost of an almirah is ₹2,000. A gain of 10% should be made after a discount of 20%. Find the marked price.

12. A dealer gives his customers a discount of 20% and still gains 20%. If an article costs ₹ 10,000 to the dealer, find
a. its selling price
b. its marked price.

13. Find the single discount which is equivalent to two successive discount of 15% and 5%.​

Answer 1

Step-by-step explanation:

1a)

MP = ₹250

discount = 20%

= 0.20( change it into decimal)

Selling Price = Market Price- discount

= 250- 0.20x250( multiply by the market price to find actual discount amount)

= 250-50

= 200

Same step goes with sub b.

b)

MP = ₹15

discount = 1%

= 15-0.01x15

=15-0.15

=14.85

Answer 2

Answer:

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