Answer:
Explanation:
Step 1: To find the profit for each partner
Given capitals of two partners in a business are ₹ 30,000 and ₹ 45,000
Net profit =₹ 12,000=
Step 2: Find the Ratio of their capitals
Ratio of their capitals =30,000 : 45,000
=30000/45000
=30/45
=2/3
2 : 3
Sum of the terms of the ratio=2+3=5
Step 2: Now find the profit of each;
Profit for the first capital=2/5 x 12000
=2x2400=4800
Profit for the 2nd capital= 3/5 x 12000
=3x2400 =7200
Hence, the profit of the two partner in the business are ₹4800 and ₹ 7200
Answer:
The profit of each partner in the ratio of the capital invested by them is:
Partner 1: 4,800
Partner 2: 7,200
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Explanation:
To find the profit of each partner in the ratio of the capital invested by them, we need to calculate the ratio of their capital investments first.
The total capital invested by the partners is 30,000 + 45,000 = 75,000.
Now, we can find the ratio of their capital investments:
Partner 1: Partner 2 = 30,000 : 45,000
Simplifying the ratio, we get 2 : 3.
Next, we need to distribute the net profit of 12,000 between the partners according to the ratio of their capital investments.
To do this, we divide the profit in the ratio 2 : 3:
Partner 1's share = (2/5) * 12,000 = 4,800
Partner 2's share = (3/5) * 12,000 = 7,200
Therefore, the profit of each partner in the ratio of the capital invested by them is:
Partner 1: 4,800
Partner 2: 7,200
