Jack sold a jacket for 1800/=. He made a loss of 10%how much had he bought the jacket

May 4, 2026Business/Management

ScanSolve AI Answer

May 4, 2026

Answer

\text{2000/=

Step 1: Determine the percentage of the cost price that the selling price represents. A loss of $10\%$ means that the selling price is $100\% - 10\% = 90\%$ of the original cost price.

Step 2: Set up an equation using the given information. Let the cost price be $C$ . The selling price (SP) is $1800/=$ . So, $90\%$ of $C$ is $1800/=$ . $0.90 \times C = 1800$

Step 3: Solve for the cost price $C$ . $C = \frac{1800}{0.90}$ $C = \frac{1800}{\frac{9}{10}}$ $C = 1800 \times \frac{10}{9}$ $C = \frac{18000}{9}$ $C = 2000$ Jack had bought the jacket for $\boxed{2000/=}$ . What's next?

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Quick Answer

Determine the percentage of the cost price that the selling price represents. A loss of 10\% means that the selling price is 100\% - 10\% = 90\% of the original cost price.

Asked on May 4, 2026Business/Management

This business/management problem is solved step by step below, with detailed explanations to help you understand the method and arrive at the correct answer.

ScanSolve AI AnswerAnswered on May 4, 2026

Step 1: Determine the percentage of the cost price that the selling price represents. A loss of 10\% means that the selling price is 100\% - 10\% = 90\% of the original cost price. Step 2: Set up an equation using the given information. Let the cost price be C. The selling price (SP) is 1800/=. So, 90\% of C is 1800/=. 0.90 × C = 1800 Step 3: Solve for the cost price C. C = (1800)/(0.90) C = (1800)/(9)10 C = 1800 × (10)/(9) C = (18000)/(9) C = 2000 Jack had bought the jacket for 2000/=. What's next?