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A, B and C invested Rs.6300, Rs. 4200 and Rs.10500 respectively, in a partnership business. Find the share of A in profit of Rs.12100 after a year? (profit is shared according to the invested amount)

    Correct answer is '3630'. Can you explain this answer?
    Most Upvoted Answer
    A, B and C invested Rs.6300, Rs. 4200 and Rs.10500 respectively, in a ...
    6300 : 4200 : 10500
    3 : 2 : 5
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    Community Answer
    A, B and C invested Rs.6300, Rs. 4200 and Rs.10500 respectively, in a ...
    Given:
    Investments of A, B, and C are Rs.6300, Rs.4200, and Rs.10500 respectively.
    Total profit = Rs.12100

    To find:
    Share of A in the profit.

    Solution:
    The share of each partner in the profit is directly proportional to their investment in the business. Therefore, we can find the ratio of their investments to get the ratio of their shares in the profit.

    Ratio of investments of A, B, and C = 6300 : 4200 : 10500
    Simplifying the ratio, we get 3 : 2 : 5

    Let the total profit be divided into 10 parts.
    Then, A’s share = (3/10) × 12100 = Rs.3630

    Therefore, A’s share in the profit is Rs.3630.
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    A, B and C invested Rs.6300, Rs. 4200 and Rs.10500 respectively, in a partnership business. Find the share of A in profit of Rs.12100 after a year? (profit is shared according to the invested amount)Correct answer is '3630'. Can you explain this answer?
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