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प्रश्न
Achal bought a second-hand car for Rs 2,25,000 and spend Rs 25,000 for repairing. If he sold it for Rs 3,25,000, what is his profit per cent?
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उत्तर
Given, the cost price of a second-hand car = Rs. 2,25,000
The amount Alchal spends for repairing = Rs. 25,000
We need to find out the profit percentage.
⇒ So, Actual cost of a car = 225000 + 25000 = 250000
⇒ The amount for which she sold the car = 325000
⇒ Now, We know that Profit = Cost Price – Selling Price
⇒ Profit = 325000 – 250000 = Rs. 75000
⇒ We know that profit percentage = `("Profit"/"Cost price") xx 100`
∴ Profit Percentage = `(75000/250000) xx 100 = (7500/250) = 30%`
Hence, the profit percentage is 30%
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| Cost Price (in Rs.) |
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| 1000 | 920 |
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Using the figures given below, frame problems based on profit percent or loss percent.
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Match the entries in Column I with the appropriate entries in Column II:
| Column I | Column II |
| (i) 3:5 | (A) ₹ 54 |
| (ii) 2.5 | (B) ₹ 47 |
| (iii) 100% | (C) ₹ 53 |
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| (vi) 12.5% | (F) 25% |
| (vii) SP when CP = ₹ 50 and loss = 6 % | (G) `1/16` |
| (viii) SP when CP = ₹ 50 and profit = ₹ 4 | (H) 250% |
| (ix) Profit% when CP = ₹ 40 and SP = ₹ 50 | (I) ₹ 159 |
| (x) Profit% when CP = ₹ 50 and SP = ₹ 60 | (J) `66 2/3%` |
| (xi) Interest when principal = ₹ 800, Rate of interest = 10% per annum nd period = 2 years |
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| (M) 3 : 2 | |
| (N) ₹ 164 | |
| (O) 3 : 3 |
