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Contact [7]
3 years ago
9

The subsidiary of a U.S. corporation located in Country Y generated income of $1,000,000 on which it paid $400,000 (40%) in taxe

s to Country Y. The subsidiary paid a dividend to the U.S. parent of $54,000. How much tax is currently owed to the U.S. government if the federal tax rate is 35%
Business
1 answer:
ollegr [7]3 years ago
7 0

Answer:

The tax currently owed to the U.S. government is:

$18,900

Explanation:

a) Data and Calculations:

Income generated by the foreign subsidiary = $1,000,000

Tax paid by the subsidiary in its country of residence = $400,000

Dividend paid to the U.S. parent = $54,000

Federal tax rate = 35%

Tax on the dividend = $18,900 ($54,000 * 35%)

b) The dividend of $54,000 is a foreign-source income earned by a U.S. parent corporation.  This is this amount that will be subject to tax in the U.S. and not the net income of the subsidiary.

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Zenith Investment Company is considering the purchase of an office property. It has done an extensive market analysis and has es
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<h3>What is the value of the investment today?</h3>

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2 years ago
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3 years ago
Standard, Inc. reported EBIT of $35 million for last year. Depreciation expense totaled $20 million and capital expenditures cam
aleksandr82 [10.1K]

Answer:

$710.84 million

Explanation:

Net income = $35 million

Depreciation = $20 million

Capital expenditures = $7 million

Tax rate = 21%

D/E ratio = 0.4

Growth rate = 6%

Equity beta = 1.25

So, firm's asset beta = Equity beta/(1 + D/E*(1-T))

= 1.25/(1 + 0.4*(1-0.21))

= 0.94985

So, Free Cash Flow to the Firm= NI + Depreciation - Capital expenditures

= 35 + 20 - 7

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Risk free rate Rf = 5%

Market risk premium = 7.5%

So, firm cost of capital using CAPM is Rf + Beta*(MRP)

Kc = 5 + 0.94985*7.5

Kc = 12.1239

So, Firms value using constant dividend growth model:

FV = FCF*(1+g)/(Kc-g)

FV = 48*1.06 / 0.121239-0.06

FV = 50.88 / 0.061239

FV = 830.8430901876255

FV = $830.84 million

Debt = $120 million

Market Value of equity = FV - Debt

Market Value of equity = $830.84 million - $120 million

Market Value of equity = $710.84 million

6 0
3 years ago
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