After admission of a new partner the capital of all the partner must be in
When a new partner is admitted into a partnership firm, it's a significant event that affects the structure and financials of the partnership. One of the key aspects to consider is how the capital contributed by the existing partners and the new partner will be structured. The question asks about the capital ratio of all partners after such an admission.
Upon the admission of a new partner, several changes occur. The partnership deed might need to be revised. Assets might be revalued, and liabilities reassessed. The new partner brings in capital, and sometimes, the existing partners' capital might also be adjusted. The resulting capital structure and the capital ratio after partner admission is crucial for the firm's balance sheet and future financial health.
The terms of a new partner admission, including the required capital contribution and the resulting capital ratio, are always governed by the partnership agreement. This agreement is a contract that lays down the rules and terms for the partnership. When a new partner joins, either the existing agreement is amended, or a new one is drafted. This amended or new partnership agreement explicitly states the capital requirements and the intended capital ratio. Therefore, the basis for the partnership capital structure is the mutual understanding and agreement among all parties involved.
In summary, the capital structure and the corresponding capital ratio after partner admission are not automatically determined by the new profit sharing ratio, old profit sharing ratio, or an equal ratio. Instead, it is a decision arrived at by all partners through mutual discussion and agreement, which is then documented in the partnership agreement. Thus, the capital of all partners must be in a mutually agreed ratio.
Three partners X, Y and Z started their business by investing ₹40,000, ₹38,000 and ₹30,000, respectively. After 6 months, X and Z made additional investments of ₹20,000 and ₹15,000 respectively, whereas Y withdrew ₹8,000. Find the share of Y (in ₹) in the total profit of ₹38,880 made at the end of the year.
A, B and C invested their capitals in the ratio 2 ∶ 3 ∶ 5. The ratio of months for which they invested is 4 ∶ 2 ∶ 3, respectively. If the difference between the profit shares of A and B is Rs. 1,86,000, then C's share of profit (in Rs.) is:
A started a business with a capital of Rs. 54,000 and admitted B and C after 4 months and 6 months, respectively. At the end of the year, the profit was divided among the three in the ratio 1 ∶ 4 ∶ 5. What is the sum (in Rs.) of the capitals invested by B and C?
A, B and C started a business in partnership. Initially, A invested Rs. 29,000, while B and C invested Rs. 25,000 each. After 4 months, A withdrew Rs. 3,000. After 2 more months, C invested Rs. 12,000 more. Find the share of C( in Rs.) in the profit of Rs. 33,200 at the end of the year.
A, B and C invest in a business in the ratio 4 ∶ 5 ∶ 7. C is a sleeping partner, so his share of profits will be half of what it would have been if he were a working partner. If they make Rs 36,000 profit of which 25% is reinvested in the business, how much does B get (in Rs)?