A and B are partners in a business. Their capital balances are 150,000 and 100,000 respectively. They share profits and losses in a ratio of 3:2 Because the partners are facing financial problems, they decided to admit C as a new partner into the partnership.
Required: - Prepare journal entries to record the admission of C. C acquires 1/5 of total capital of the partnership which becomes 150,000 after admission of C
Can anyone please help on this one? .. it was in my final last week.
Hey there. I believe the way to handle this one is as follows:
A + B capital = 250,000 and you need to find out how much money is required by C to be admitted and obtain 1/5 or 20% of the total capital of the partnership. The standard equation is:
STEP 1: (A,Capital + B,Capital) + New Partner Contribution = Total Capital STEP 2: Total Capital x 20% (or 1/5) = $150,000
Since you can't complete STEP 1 because you don't know how much A and B require that C contributes to join the partnership, you can't find the Total Capital and therefore you can't finish STEP 2 either. You must work backwards from STEP 2.
Total Capital x 20% = $150,000 ... can be reworked using basic algebra to be... Total Capital = $150,000 x 20% ... complete the equation ... Total Capital = $750,000 ... Now that you know the total capital, plug it into STEP 1
(A,Capital + B, Capital) + New Partner Contribution = Total Capital (150,000 + 100,000) + New Partner Contribution = $750,000 250,000 + New Partner Contribution = $750,000 New Partner Contribution = $750,000 - $250,000 New Partner Contribution = $500,000
If Partner C has to contribute $500,000 to get into the partnership, but only receives $150,000 (or 20% or 1/5) total equity, then A and B each get a bonus according to the income sharing ratio of 3:2.
Partner A gets $300,000 ($500,000 x 3/5) Partner B gets $200,000 ($500,000 x 2/5)
The journal entry should like like this:
Debit: Cash 500,000
Credit A, Capital 300,000 B, Capital 200,000 C, Capital 150,000
Memo: To admit new partner C into partnership with 20% or 1/5 ownership and give bonuses to A and B