91Ó°ÊÓ

In a partnership, a capital deficiency occurs when a partner’s share of losses and withdrawals surpass their investments and share of profits. This results in the partner owing a balance to the partnership and is reflected as a debit balance in their capital account. Such a situation can occur if a partner withdraws more than what the partnership owes them or if the partnership experiences a loss.

• A debit balance indicates an owed amount.
• This might need external funding from the partner to settle their account.

In the given problem, Shelby's capital account shows a debit balance of $14,500, indicating that Shelby has a capital deficiency. This owes to both the partnership's losses being greater than earnings and Shelby's contributions not covering it. In liquidation processes, it's crucial to address this deficiency, ensuring the partner returns the owed amount to balance out the books.

Calculating cash on hand during a partnership's liquidation provides insight into the funds available for distribution among partners. It is essential to know this amount to facilitate proper settlement.
To find the cash on hand, first consider the total capital available post-sale of assets and payment of liabilities. For this example:

• The total credit balances of Mawby and White are combined.
• Subtract the debit balance of Shelby.

The resulting amount gives the cash on hand; here it is \[21,000 + 57,500 - 14,500 = 64,000\].

• This sum represents the funds available after clearing the partnership's liabilities.
• It's necessary to ensure the business remains solvent during closure.

Proper adjustment and dispersal are needed, taking into account the cash on hand, so that each partner receives their appropriate share based on their capital accounts.

Adjusting capital accounts during liquidation is crucial when facing capital deficiencies. To ensure fair distribution of available cash, partners with credit balances must bear part of any deficiency.
In such instances, any partner's deficiency is divided among the others based on their share agreement:

• Mawby and White, who share equally in this case, must each absorb half of Shelby's \(14,500 deficiency.
• This results in each absorbing \)7,250 (\(\frac{14,500}{2}\)).

After adjustments, Mawby's balance changes to \[21,000 - 7,250 = 13,750\], while White's becomes \[57,500 - 7,250 = 50,250\].

• The adjusted balances now equate to the cash each partner receives.
• It's a crucial step in the fair distribution of remaining assets.

Accurate journal entries must reflect these adjusted values, ensuring partners' accounts settle correctly during the final liquidation phase.