Math, asked by CyberBeast, 2 months ago

On selling a calculator for ₹ 1325 , a man gains 6% . For how much should he sell it to gain 12%?


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Answers

Answered by s15227cabdul33859
3

Answer:

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C.P=

100+gain%

S.P×100

⇒ C.P=

100+106

1325×100

⇒ C.P=1250/-

12% of C.P=

100

12

×1250=150

1250+150=1400

He has to sell it for 1400/− to get 12% gain.

Answered by Anonymous
4

Answer:

₹ 1400

Step-by-step explanation:

Selling Price = ₹ 1325

Profit % = 6%

We know-

P% = Profit/Cost Price × 100

Let Cost Price = x

→ 6% = Profit/x × 100

→ Profit = 6x/100 ..(1)

Cost Price = Selling Price - Profit

Put values and (1):

→ x = 1325 - 6x/100

→ x + 6x/100 = 1325

→ 106x/100 = 1325

→ x = 1250 = Cost Price

Again,

P% = Profit/Cost Price × 100

→ 12 = Profit/1250 × 100

Profit = 150

Selling Price = Cost Price + Profit

→ Selling Price = 1250 + 150

→ Selling Price = ₹ 1400

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