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. The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been?
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. The partners A & B together lent Rs.3903 at 4% p.a interest compound...
And B invested $5000 and $3000 respectively in a business. If they make a profit of $880, how much will each partner get?
To find out how much each partner will get, we need to first determine the total amount of the profit. To do this, we will add the partners' investments to the profit:
Total investment = $5000 + $3000 = $8000
Profit = $880
Total amount of profit + investments = $880 + $8000 = $8880
Next, we need to determine the ratio of each partner's investment to the total investment:
Partner A's investment ratio = $5000 / $8000 = 5/8
Partner B's investment ratio = $3000 / $8000 = 3/8
Finally, we will use these ratios to determine how much each partner will get:
Partner A's share of the profit = 5/8 x $880 = $550
Partner B's share of the profit = 3/8 x $880 = $330
Therefore, Partner A will get $550 and Partner B will get $330 from the profit.
To find out how much each partner will get, we need to first determine the total amount of the profit. To do this, we will add the partners' investments to the profit:
Total investment = $5000 + $3000 = $8000
Profit = $880
Total amount of profit + investments = $880 + $8000 = $8880
Next, we need to determine the ratio of each partner's investment to the total investment:
Partner A's investment ratio = $5000 / $8000 = 5/8
Partner B's investment ratio = $3000 / $8000 = 3/8
Finally, we will use these ratios to determine how much each partner will get:
Partner A's share of the profit = 5/8 x $880 = $550
Partner B's share of the profit = 3/8 x $880 = $330
Therefore, Partner A will get $550 and Partner B will get $330 from the profit.
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. The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been?
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. The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about . The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for . The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been?.
. The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about . The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for . The partners A & B together lent Rs.3903 at 4% p.a interest compounded annually. After as pan of 7 years, A gets the same amount as B gets after 9 years . The share of A in the sum of Rs.3903/- would have been?.
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