The marked price of a shirt is 1000, A shopkeeper offers 10% discount

1.	The marked price of a shirt is 1000, A shopkeeper offers 10% discount and again offers 20% discount on the new price.how much you will have to pay finally?
Answer» Given: The marked price of a shirt is 1000. A shopkeeper offers a 10% discount and again offers a 20% discount on the NEW price. To find: How much you will have to pay finally? Solution: We know that if 2 successive discounts on an article are a% and b% respectively, then the single EQUIVALENT discount on it is given as: $\boxed{\bold{a + b - \frac{a \times b}{100} }}$ The shopkeeper offers a discount of 10% and then again a discount of 20% on the purchase of the shirt ∴ The total discount offered by the shopkeeper is, = $10 + 20 - \frac{10 \times 20}{100}$ = $10 + 20 - 2$ = $30 - 2$ = $28\%$ The marked price of the shirt = Rs. 1000 Therefore, The sales price of the shirt will be, = Marked Price - $(\frac{Discount}{100} \times Mraked \:Price)$ = $1000 - (\frac{28}{100} \times 1000)$ = $1000 - 280$ = $\bold{720}$ Thus, I will finally have to pay Rs. 720 for the shirt. --------------------------------------------------------------------------------------- Also View: What was the original price of an item if a discount of 20 per cent reduced the price to Rs.100? brainly.in/question/13567073 If a “Buy 3, Get 1” sales promotion offer is CHANGED to “Buy 2, Get 1”, what is the additional percentage of discount given? brainly.in/question/23305367 By selling an article at 80% of it's marked price, there is a loss of 12%. What will be the percentage profit, if the same article is sold at 95% of it's marked price? brainly.in/question/20408711

The marked price of a shirt is 1000, A shopkeeper offers 10% discount and again offers 20% discount on the new price.how much you will have to pay finally?

Answer»

Given:

The marked price of a shirt is 1000.

A shopkeeper offers a 10% discount and again offers a 20% discount on the NEW price.

To find:

How much you will have to pay finally?

Solution:

We know that if 2 successive discounts on an article are a% and b% respectively, then the single EQUIVALENT discount on it is given as:

$\boxed{\bold{a + b - \frac{a \times b}{100} }}$

The shopkeeper offers a discount of 10% and then again a discount of 20% on the purchase of the shirt

∴ The total discount offered by the shopkeeper is,

= $10 + 20 - \frac{10 \times 20}{100}$

= $10 + 20 - 2$

= $30 - 2$

= $28\%$

The marked price of the shirt = Rs. 1000

Therefore,

The sales price of the shirt will be,

= Marked Price - $(\frac{Discount}{100} \times Mraked \:Price)$

= $1000 - (\frac{28}{100} \times 1000)$

= $1000 - 280$

= $\bold{720}$

Thus, I will finally have to pay Rs. 720 for the shirt.

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Also View:

What was the original price of an item if a discount of 20 per cent reduced the price to Rs.100?

brainly.in/question/13567073

If a “Buy 3, Get 1” sales promotion offer is CHANGED to “Buy 2, Get 1”, what is the additional percentage of discount given?

brainly.in/question/23305367

By selling an article at 80% of it's marked price, there is a loss of 12%. What will be the percentage profit, if the same article is sold at 95% of it's marked price?

brainly.in/question/20408711