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Gale Haley and Leah Manos formed a partnership, investing \(\$ 180,000\) and \(\$ 60,000\) respectively. Determine their participation in the year's net income of \(\$ 150,000\) under each of the following independent assumptions: (a) no agreement concerning division of net income; (b) divided in the ratio of original capital investment; (c) interest at the rate of \(10 \%\) allowed on original investments and the remainder divided in the ratio of \(2: 3\); (d) salary allowances of \(\$ 45,000\) and \(\$ 60,000\) respectively, and the balance divided equally; (e) allowance of interest at the rate of \(10 \%\) on original investments, salary allowances of \(\$ 45,000\) and \(\$ 60,000\) respectively, and the remainder divided equally.

Short Answer

Expert verified
(a) Gale: $75,000, Leah: $75,000. (b) Gale: $112,500, Leah: $37,500. (c) Gale: $68,400, Leah: $81,600. (d) Gale: $67,500, Leah: $82,500. (e) Gale: $73,500, Leah: $76,500.

Step by step solution

01

Calculate Participation for No Agreement

When there is no agreement on how to divide the net income, it is assumed to be divided equally among the partners. Hence, \[ \text{Net income per person} = \frac{150,000}{2} = 75,000 \] Both Gale and Leah receive \(75,000\) each.
02

Divide Income by Investment Ratio

The investment ratio between Gale and Leah is \(3:1\) since Gale invested \(180,000\) and Leah invested \(60,000\). The net income is divided in this ratio as follows: 1. Total parts: \(3 + 1 = 4\)2. Gale's share: \[ \text{Gale's income} = \frac{3}{4} \times 150,000 = 112,500\] 3. Leah's share:\[ \text{Leah's income} = \frac{1}{4} \times 150,000 = 37,500\] Therefore, Gale receives \(112,500\) and Leah receives \(37,500\).
03

Allocate Income With Interest and Remaining Ratio

First, calculate the interest on original investments: - Gale's interest: \[ 180,000 \times 0.10 = 18,000 \] - Leah's interest:\[ 60,000 \times 0.10 = 6,000 \]Next, calculate the remaining income: \[ 150,000 - (18,000 + 6,000) = 126,000 \] Divide the remaining income in the ratio of \(2:3\):- Total parts: \(2 + 3 = 5\)- Gale's part: \[ \frac{2}{5} \times 126,000 = 50,400 \] - Leah's part: \[ \frac{3}{5} \times 126,000 = 75,600 \]Total allocations:- Gale: \(18,000 + 50,400 = 68,400\)- Leah: \(6,000 + 75,600 = 81,600\)Hence, Gale gets \(68,400\) and Leah gets \(81,600\).
04

Use Salary Allocation and Equal Remaining Division

First, allocate the salary allowances:- Gale: \(45,000\)- Leah: \(60,000\)Then, calculate the remaining balance: \[ 150,000 - (45,000 + 60,000) = 45,000 \]Divide the remaining equally:\[ \text{Each receives} = \frac{45,000}{2} = 22,500 \]Total allocations:- Gale: \(45,000 + 22,500 = 67,500\)- Leah: \(60,000 + 22,500 = 82,500\)Thus, Gale receives \(67,500\) and Leah receives \(82,500\).
05

Combine Interest, Salary, and Equal Remaining Division

First, calculate interest on original investments:- Gale's interest: \[ 180,000 \times 0.10 = 18,000\]- Leah's interest: \[60,000 \times 0.10 = 6,000\]Allocate salary allowances:- Gale: \(45,000\)- Leah: \(60,000\)Calculate the remaining balance:\[150,000 - (18,000 + 6,000 + 45,000 + 60,000) = 21,000\]Divide the remaining equally:\[\text{Each receives} = \frac{21,000}{2} = 10,500\]Total allocations:- Gale: \(18,000 + 45,000 + 10,500 = 73,500\)- Leah: \(6,000 + 60,000 + 10,500 = 76,500\)Thus, Gale receives \(73,500\) and Leah receives \(76,500\).

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Capital Investment
Understanding capital investment is fundamental to partnership accounting. Capital investment refers to the initial amount of money that each partner invests into the business partnership. This sets the foundation for how profits or losses might be divided in the absence of any special agreement.
In the exercise, Gale invested \(180,000\) while Leah invested \(60,000\), establishing a clear initial investment distinction between the partners.
Their investment relationship can be expressed as a ratio; for Gale and Leah, it's a \(3:1\) ratio, determined by comparing the sizes of their initial investments. This ratio can be useful when calculating how to divide net income according to the proportion of contributions each partner makes to the partnership.
Net Income Allocation
Net income allocation is the method used to determine how the net earnings of a partnership are divided among the partners. The allocation can be influenced by various factors depending on any set agreements.
In scenarios where there's no predefined agreement, net income is typically divided equally among partners. For Gale and Leah, this resulted in each receiving \(75,000\) from a \(150,000\) net income because the default is an equal split.
However, it is often the case that net income is distributed according to each partner's capital investment proportions. As such, when divided according to their \(3:1\) capital investment ratio, Gale enjoys a larger portion of the income due to her higher contribution.
Interest Calculation
Interest calculation is often applied to ensure each partner receives compensation for the use of their invested funds over a period of time. This adjustment ensures fairness when different amounts are invested.
In this context, interest is calculated on the original capital and is set at \(10\%\). For Gale, the interest is \(180,000 \times 0.10 = 18,000\), and for Leah, it's \(60,000 \times 0.10 = 6,000\). This interest is deducted from the total net income before other allocations are calculated.
The deducting of interest prompts a fairer distribution, as it recognizes the principle of each partner being entitled to a return on their specific investment amount. Remaining income is then allocated according to other pre-set ratios or agreements, like \(2:3\) in the total partnership.
Salary Allowances
Salary allowances provide a specific income amount to partners for their efforts and time spent managing or working within the partnership, separate from investment returns.
In these exercises, Gale and Leah were given allocations of \(45,000\) and \(60,000\), respectively. After setting aside these amounts, any leftover net income is divided further according to another agreed method. For instance, a setup could split any remaining amount equally or using another ratio.
By including salary allowances, partnerships can reward partners based on their management or operational contributions, rather than solely based on financial inputs. This might align well with other distribution strategies to reflect work effort, expertise, and strategic input within the business.

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Most popular questions from this chapter

The public accounting firm of Grant Thornton LLP disclosed global revenues of \(\$ 2.45\) billion for a recent year. The revenues were attributable to 2,090 active partners. a. What was the average revenue per partner? Round to the nearest \(\$ 1,000\). b. Assuming that the total partners' capital is \(\$ 360,000,000\) and that it approximates the fair market value of the firm's net assets, what would be considered a minimum contribution for admitting a new partner to the firm, assuming no bonus is paid to the new partner? Round to the nearest \(\$ 1,000\). c. Why might the amount to be contributed by a new partner for admission to the firm exceed the amount determined in (b)?

Lamar Kline and Kevin Lambert decide to form a partnership by combining the assets of their separate businesses. Kline contributes the following assets to the partnership: cash, \(\$ 10,000\); accounts receivable with a face amount of \(\$ 123,000\) and an allowance for doubtful accounts of \(\$ 7,300\); merchandise inventory with a cost of \(\$ 85,000\); and equipment with a cost of \(\$ 140,000\) and accumulated depreciation of \(\$ 90,000\). The partners agree that \(\$ 5,000\) of the accounts receivable are completely worthless and are not to be accepted by the partnership, that \(\$ 8,100\) is a reasonable allowance for the uncollectibility of the remaining accounts, that the merchandise inventory is to be recorded at the current market price of \(\$ 74,300\), and that the equipment is to be valued at \(\$ 67,000\). Journalize the partnership's entry to record Kline's investment.

Pitt and Leon are partners, sharing gains and losses equally. They decide to terminate their partnership. Prior to realization, their capital balances are \(\$ 15,000\) and \(\$ 20,000\), respectively. After all noncash assets are sold and all liabilities are paid, there is a cash balance of \(\$ 24,000\). a. What is the amount of a gain or loss on realization? b. How should the gain or loss be divided between Pitt and Leon? c. How should the cash be divided between Pitt and Leon?

Jacob Boling and Harlan Bishop, with capital balances of \(\$ 43,000\) and \(\$ 57,000\), respectively, decide to liquidate their partnership. After selling the noncash assets and paying the liabilities, there is \(\$ 76,000\) of cash remaining. If the partners share income and losses equally, how should the cash be distributed?

Crystal Clean Services, LLC, provides cleaning services for office buildings. The firm has 10 members in the LLC, which did not change between 2007 and 2008 . During 2008, the business expanded into four new cities. The following revenue and employee information is provided: \begin{tabular}{lrr} & \multicolumn{1}{c}{2008} & \multicolumn{1}{c}{2007} \\ \hline Revenues (in thousands) & \(\$ 38,000\) & \(\$ 32,500\) \\ Number of employees (excluding members) & 380 & 260 \end{tabular} a. For 2007 and 2008, determine the revenue per employee. b. Interpret the trend between the two years.

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