A and B are partners sharing profit in equal ratio. A's capital is 90,000 and B's capital is *60,000. They admit C and agree to give him 1/5th share in future profit, C brings 70,000 as his capital. Value of hidden goodwill at the time of admission of C is:
(a) 70,000
(b) 1,30,000
(c) 3,50,000
(d) 1,50,000
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ANSWER :
❖ Option (b) Rs. 1,30,000
- ➺ If A and B are partners sharing profit in equal ratio, A's capital is Rs. 90,000 and B's capital is Rs. 60,000 and they admit C and agree to give him 1/5th share in future profit, C brings 70,000 as his capital; then the value of Hidden Goodwill of the firm at the time of admission of C will be Rs. 1,30,000.
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SOLUTION :
❒ Given :-
- A and B are partners sharing profit in equal ratio.
- A's capital is Rs. 90,000 and B's capital is Rs. 60,000.
- C is admitted for 1/5th share in profits.
- C brings Rs. 70,000 as his capital.
❒ To Calculate :-
- Value of Hidden Goodwill of the firm = ?
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❒ Calculation :-
It is given that,
- C is admitted for th share in profits.
- C brings Rs. 70,000 as his capital.
So,
- ★ Total Capital of the firm after C's admission = Capital Invested by C × Reciprocal of the Share of C
⇒ Total Capital of the firm after C's admission =
⇒ Total Capital of the firm after C's admission = Rs. 3,50,000
Again,
- A's capital is Rs. 90,000.
- B's capital is Rs. 60,000.
- C's capital is Rs. 70,000.
So,
- ★ Total Capital of all the all partners = Capital of A + Capital of B + Capital of C
⇒ Total Capital of all the three partners = Rs. 90,000 + Rs. 60,000 + Rs. 70,000
⇒ Total Capital of all the three partners = Rs. 2,20,000
Now,
- Total Capital of the firm after C's admission = Rs. 3,50,000
- Total Capital of all the three partners = Rs. 2,20,000
Hence,
- ✪ Amount of Goodwill of the firm = Total Capital of the firm after C's admission - Total Capital of all the three partners
➨ Value of Goodwill = Rs. 3,50,000 - Rs. 2,20,000
∴ Value of Goodwill = Rs. 1,30,000
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