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LUCKY_DIMON [66]
2 years ago
10

Beech Corp., an accrual-basis, calendar-year S corporation, has been an S corporation since its inception. At the beginning of t

he current year, Gold owned 50% of the 100 issued shares of Beech stock, and had a $3,000 tax basis in the Beech stock. During the current year, Beech had $200,000 in net business income and $4,000 in Oak County municipal bond interest income. Beech made no distributions to its shareholders. What was Gold’s tax basis in Beech stock at year end?
Business
1 answer:
Alexeev081 [22]2 years ago
5 0

Answer:

Gold’s tax basis in Beech stock at year end = $105000

Explanation:

given data

net business income = $200,000

municipal bond interest income = $4,000

Gold owned =  50%

tax basis in the Beech stock = $3,000

to find out

What was Gold’s tax basis in Beech stock at year end

solution

first we get here total income earned that is express as

total income earned = net business income + municipal bond interest income    ......................1

put here value

total income earned = $200000 + $4000

total income earned = $204000

and

gold tax basis total income earn is here

gold tax basis total income earn = 50 % of total income earned

gold tax basis total income earn = $102000

so

Gold’s tax basis in Beech stock at year end is

Gold’s tax basis in Beech stock at year end = gold tax basis total income earn  + tax basis in the Beech stock   ......................2

Gold’s tax basis in Beech stock at year end = $102000 + $3,000

Gold’s tax basis in Beech stock at year end = $105000

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If in the short run, firms in monopolistic competition _________, new firms will enter the market.
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7 0
1 year ago
Gladstone Corporation is about to launch a new product. Depending on the success of the new product, Gladstone may have one of f
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Answer: SEE EXPLANATION

Explanation:

Given the following ;

Values depending on Success

$150M, $135M, $95M, $80M

Risk free rate = 5% = 0.05

Pervebtage to be lost in case of bankruptcy = 25% = 0.25

A.) 0.25 × [( 150 + 135 + 95 + 80) ÷ 1.05] = $109.52 million

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