A water cooler is priced at $1000 on the market. It is available at an 15% discount during the off-season from the shopkeeper. How much does it cost to sell?

$ 850

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$ 150

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$ 1150

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$ 985

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Solution

The correct option is A
$ 850
Given,
Marked price $=$ $ $1000$
discount $= 15$ %
So,
Discounted amount $= 15$ % of $1000$
$= \frac{15}{100} \times 1000$
$= 15 \times 10$
$=$ $ $150$

Hence,
Selling price of the water cooler $=$ Marked price $-$ Discounted amount
$= 1000 - 150$
$=$ $ $850$

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A water cooler is priced at $1000 on the market. It is available at an 15% discount during the off-season from the shopkeeper. How much does it cost to sell?

The correct option is A $ 850 Given, Marked price = $1000 discount =15% So, Discounted amount =15% of 1000 =15100×1000 =15×10 = $150 Hence, Selling price of the water cooler = Marked price − Discounted amount =1000−150 = $850

The correct option is A
$ 850
Given,
Marked price $=$ $ $1000$
discount $= 15$ %
So,
Discounted amount $= 15$ % of $1000$
$= \frac{15}{100} \times 1000$
$= 15 \times 10$
$=$ $ $150$

Hence,
Selling price of the water cooler $=$ Marked price $-$ Discounted amount
$= 1000 - 150$
$=$ $ $850$