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Trava [24]
3 years ago
13

In the current year, Werbung Corporation (a calendar year C corporation) had operating income of $430,000 and operating expenses

of $355,000. In addition, Werbung had a long-term capital gain of $25,000, a long-term capital loss of $2,000 and a short-term capital loss of $30,000.a. Compute Werbung's taxable income and tax for the year.Taxable income: $Income tax: $b. Assume the same facts except that Werbung's long-term capital gain was $50,000. Compute Werbung's taxable income and tax for the year.Taxable income: $Income tax: $
Business
1 answer:
Sauron [17]3 years ago
4 0

Answer:

a. Compute Werbung's taxable income and tax for the year.

taxable income = $430,000 (revenue) - $355,000 (operating expenses) + $25,000 (long term capital gains) - $2,000 (long term capital loss) - $30,000 (short term capital loss) = $68,000

Corporations must include all their income and gains/losses under operating income, only individuals (including self employed, sole proprietorships and partnerships) can segregate between regular income and capital gains or losses.

b. Assume the same facts except that Werbung's long-term capital gain was $50,000.

taxable income = $430,000 (revenue) - $355,000 (operating expenses) + $50,000 (long term capital gains) - $2,000 (long term capital loss) - $30,000 (short term capital loss) = $93,000

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vazorg [7]

Answer:

10 units;

50 units.

Explanation:

The revenue function is given by the price function multiplied by the number of units sold (x).

R(x) = x*p(x)=500x-2x^2

The break even point occurs when Revenue equals costs:

C(x) =R(x)\\3600+100x+2x^2=500x-2x^2\\4x^2-400x+3600 = 0\\x^2-100x+900=0\\x=\frac{100\pm \sqrt{100^2-(4*900)}}{2}\\x_1=10\\x_2=90

Therefore, the smallest number of units required for the company to break even is 10 units.

Maximum profit will be achieved at that number of units for which the derivate of the profit function is zero:

P(x)=R(x) - C(x) \\P(x)=3600+100x+2x^2-(500x-2x^2)\\\frac{dP(x)}{dx}=0=8x-400\\x=50

The number of units that will give maximum profit is 50.

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3 0
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a. Ten years ago today, Excel Corp issued a regular coupon bond that had original maturity of 15 years. The bond pays interest s
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Total $1,271.0564

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50 \times \frac{1-(1+0.02)^{-10} }{0.02} = PV\\

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\frac{Maturity}{(1 + rate)^{time} } = PV

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