Question

A shopkeeper purchased a laptop for Rs.2500 and sold it at a loss of Rs.15 find the selling price of the laptop​

Answer 1

Sale price of first computer = Rs 24000

gain = 20%

So cost of first computer = 100/120 x 24000 = Rs 20,000

Sale price of second computer = Rs 24000

Loss 20%

So cost of second computer = 100/80 x 24000 = Rs 30,000

Total cost = Rs 50,000

Total sale value = Rs 48000

Loss = Rs 2000

Loss % = 2000/50000 x100= 4 % LOSS ANSWER

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Answer 2

Solution:-

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$\large\to{\underbrace{\underline{\sf{Understanding\:the\:concept:-}}}}$

$\implies$ Here, the question has given us that cost price that is Rs. 2,500 and loss that is of Rs. 15 respectively. Now, the question has asked us to find the selling price of the laptop. So, to find the selling price we need to subtract the loss from cost price and we will get the answer.

ANSWER:-

࿊ Selling price is Rs. 2,485.

GIVEN:-

➝ Cost price = Rs. 2,500

➝ Loss = Rs. 15

TO FIND:-

➞ Selling price = ?

FORMULA:-

➜ Cost price - Loss = Selling price

SOLVING BY APPLYING THE FORMULA:-

➝ Cost price = Rs. 2,500

➝ Loss = Rs. 15

➜ Cost price - Loss = Selling price

• Finding the selling price:-

» SP = 2,500 - 15

» SP = 2,500 - 15 = 2,485

» SP = Rs. 2,485

Thus, we got the answer. Selling price is Rs. 2,485.

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