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alisha [4.7K]
3 years ago
13

Hilary had an outside basis in LTL General Partnership of $15,000 at the beginning of the year. LTL reported the following items

on Hilary's K-1 for the year: ordinary business income of $10,000, a $15,000 reduction in Hilary's share of partnership debt, a cash distribution of $25,000, and tax-exempt income of $8,000. What is Hilary's adjusted basis at the end of the year
Business
2 answers:
sergij07 [2.7K]3 years ago
5 0

Answer:

$7,000 Gain and $0 Adjusted basis

Explanation:

Hilary adjusted basis is calculation below.

Hilary outside basis in LTL General Partnership of $15,000

Add:Ordinary business income $10,000

Tax-exempt income $8,000

Less: reduction in Hilary's share of partnership debt $15,000

Cash distribution of $25,000

Adjusted basis loss $7,000

Hence;

= ( $ 7,000 ) + $ 7,000 ( gain )

= $ 0

Therefore Hilary's adjusted basis at the end of the year will be adjusted basis of $ 0 because

Hilary's basis increased by her share of ordinary business income and tax exempt income and then decreased by her actual cash distribution as well as her deemed cash distribution from the reduction in her share of debt which makes her actual and deemed cash distribution exceed her basis which is Hilary must report $ 7,000 of capital gain leaving her with a $0 basis in her partnership interest.

yan [13]3 years ago
4 0

Answer:

$0

Explanation:

$15,000 (Hillary's partnership basis at the beginning of the year) + $10,000 (ordinary business income) + $8,000 (tax exempt income) - $15,000 (reduction in share of partnership's debt) - $25,000 (cash distribution) = -$7,000. Since the basis cannot be negative, it is $0.

Also, since Hillary's adjusted basis resulted in a negative value, she must report a capital gain of $7,000. That way her basis = -$7,000 + $7,000 = $0

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Sam's Dog toys sells a Red toy and a Blue toy. The contribution margin for the Red toy is $5 and for the Blue toy is $10. The ex
DENIUS [597]

Answer:

500 units

Explanation:

The computation of the sales units in volume to achieve the desired profit is shown below:

= (Fixed cost + target profit) ÷ (contribution margin per unit)

= ($3,000 + $500) ÷ ($5 × 60% + $10 × 40%)

= $3,500 ÷ 7

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Hence, the sales units in volume to achieve the desired profit is 500 units

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8 0
3 years ago
The following data pertain to an investment proposal (Ignore income taxes.):
Hoochie [10]

The net present value of the proposed investment is closest to $5,146.

Net present value = Present value of cash-flows - Initial investment

<u>Given Information</u>

PV of cashflows at 18%

Cash flows                            PV at 18%     P.V. of cash-flows

$12,000 (Cost saving)            3.127                 $37,524

$6,000 (Salvage)                   0.437                 <u>$2,622</u>

Total                                                                   <u>$40,146</u>

Net present value = $40,146 - $35,000

Net present value = $5,146

Therefore, the net present value of the proposed investment is closest to $5,146.

Learn more about Net present value

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6 0
2 years ago
If three sandwiches and two bags of chips cost $22. 00, and two sandwiches and one bag of chips cost $14. 25, how much does a ba
morpeh [17]

A bag of chips will cost $1.25. The price is calculated by making linear equations in two variables and solving them by substitution method.

<h3>What is a linear equation in two variables?</h3>

Linear equation in two variables can be defined as an equation in the form:

\rm ax + by = c , where x and y are variables and a and b are not equal to 0.

For the given problem, let "s" be the cost of a sandwich and "c" be the cost of a chips bag.

Given:

The cost of three sandwiches and two chips bags is $22.00.

Therefore, the 1st equation will be:

\rm 3s +2c = 22                              

The cost of two sandwiches and one chips bag is $14.25.

Therefore, the 2nd equation will be:

\rm 2s + c = 14.25

To calculate the cost of a chips bag, we need to solve equation 1 and equation 2 by the substitution method.

From equation 2, the value of c will be:

\begin{aligned}\rm 2s + c &= 14.25\\\\c &= 14.25 - 2s\end                                   ... (3)

Now we will put  \rm c = 14.25 - 2s  in equation 1:

\begin{aligned} \rm 3s + 2c &= 22\\\\3s + 2(14.25 - 2s) &= 22\\\\3s + 28.50 - 4s &= 22\\\\-s + 28.50 &= 22\\\\s &= 28.50 - 22\\\\s &= \$6.50\end

On substituting the value of s in equation 3:

\rm  c = 14.25 - 2s \\\\c = 14.25 - 2(6.50)\\\\c = 14.25 - 13\\\\c = \$1.25

Therefore the cost of a bag of chips is $1.25.

Learn more about linear equations in two variables here:

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8 0
2 years ago
A _____________________ is created during the first half of the Sprint planning meeting and a _________________ is created durin
Anna007 [38]

Answer:

The correct answer is letter "C": Sprint Goal, Sprint Backlog.

Explanation:

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3 years ago
The Converting Department of Worley Company had 2,400 units in work in process at the beginning of the period, which were 35% co
irinina [24]

Answer:

Equivalent units

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Conversion cost =  11,940 units

Explanation:

<em>Equivalent Units E.U) are notional whole units which represent incomplete work and are used to apportion costs between between work in progress and completed work.</em>

<em>Equivalent Units = Degree of completion (%) × units</em>

<em>We will use the weighted average method</em>

<em>Weighted average method</em>

<em>The weighted average method of valuation of work in progress does not separate opening work-in progress from the newly introduced.</em>

<em>Using the weighted average method</em>

<em />

<em>Equivalent unit for material cost</em>

Since direct materials are added at the the beginning of the production process the equivalent unit of direct material

EU = (100% × 10,800) + (100% ×1900) = 12700

<em>Note that 100% represent the degree of completion.</em>

<em />

Equivalent unit for conversion cost

<em>Item                                                   Equivalent unit</em>

Transferred out         100%× 10,800 = 10,800

Closing inventory     60%  ×1900 =     <u>  1140</u>

Total equivalent unit =                         <u>11,940</u>

5 0
3 years ago
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