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      Question

      A and B started a business by investing Rs. 12,000 and

      Rs. 18,000 respectively. A also worked as the active manager and for that he is entitled to receive a commission which is equal to 30% of profit. If the difference between the amount received by A and B at the end of the year is Rs. 1120, then find the profit (before commission was given to A) earned by them.
      A Rs 10000 Correct Answer Incorrect Answer
      B Rs 12000 Correct Answer Incorrect Answer
      C Rs 15000 Correct Answer Incorrect Answer
      D Rs 7000 Correct Answer Incorrect Answer

      Solution

      Let the profit earned before commission was given to A be Rs. ‘100x’ Commission of A = 100x × 0.30x = Rs. 30x Ratio of profit shares of A to B = 12000:18000 = 2:3 Profit earned by A = (100x – 30x) × (2/5) = Rs. 28x Profit earned by B = (100x – 30x) × (3/5) = Rs. 42x According to the question 30x + 28x – 42x = 1120 Or, 16x = 1120 So, x = 70 So, required profit = 70 × 100 = Rs. 7,000

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