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e-lub [12.9K]
3 years ago
5

Jordan, Inc., holds 75 percent of the outstanding stock of Paxson Corporation. Paxson currently owes Jordan $400,000 for invento

ry acquired over the past few months. In preparing consolidated financial statements, what amount of this debt should be eliminated?
a) 0
b) $100,000.
c) $300,000.
d) $400,000.
Business
1 answer:
Marat540 [252]3 years ago
4 0

Answer:

Because this is an inter-entity balance then the amount that should be eliminated of this debt is the letter D. all the $400,000.

Explanation:

Inter entity balance facilitates the management of allocations and transfers between entities. They provide a better control over transactions spanning multiple entities, other benefit is that the accuracy of the financial data improves and finally and this is why the anser is option D. is that it keeps each entity in balance

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Reese, a calendar-year taxpayer, uses the cash method of accounting for her sole proprietorship. In late December, she received
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Answer:

a. What is the after-tax cost if she pays the $20,000 bill in December?

= $20,000 x (1 - 32%) = $13,600

b. What is the after-tax cost if she pays the $20,000 bill in January?

total after tax cost (including investment revenue):

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c. Should Reese pay the $20,000 bill in December or January?

January, since the after tax cost is lower

d. What is the after-tax cost if she expects her marginal tax rate to be 24 percent next year and pays the $20,000 bill in January?

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e. Should Reese pay the $20,000 bill in December or January if she expects her marginal tax rate to be 32 percent this year and 24 percent next year?

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5 0
2 years ago
Nichols Inc. is considering a project that has the following cash flow data. What is the project's IRR? Note that a project's IR
PolarNik [594]

Answer:

a. 9.43%

Explanation:

IRR is the rate of return that makes initial investment equal to present value of cash inflows

Initial investment = Annuity*[1 - 1 /(1 + r)^n] /r

1250 = 325 * [1 - 1 / (1 + r)^5] /r

Using trial and error method, i.e., after trying various values for R, lets try R as 9.43%

1250 = 325 * [1 - 1 / (1 + 0.0943)5] /0.0943

1250 = 325 * 3.846639

1250 = 1,250

Therefore, The project IRR is 9.43%

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