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ss7ja [257]
3 years ago
11

Brittany started a law practice as a sole proprietor. She owned a computer, printer, desk, and file cabinet she purchased during

law school (several years ago) that she is planning to use in her business. What is the depreciable basis that Brittany should use in her business for each asset, given the following information?
Asset Purchase Price FMV at Time Converted to Business use
Computer $2,500 $800
Printer $300 $150
Desk $1,200 $1,000
File cabinet $200 $225
Business
1 answer:
ludmilkaskok [199]3 years ago
6 0

Answer:

For tax purposes, assets that are converted to business use from personal, should use the lesser of the Fair Market Value (FMV) at the time of conversion  or the cost of the asset.

Computer.

The FMV is less than the purchase price so the depreciable basis is:

= $800

Printer

The FMV is less than the purchase price so the depreciable basis is:

= $150

Desk

The FMV is less than the purchase price so the depreciable basis is:

= $1,000

File Cabinet

The purchase price is less than the FMV so the depreciable basis is:

= $200

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Answer:

2 years and 5 months

Explanation:

304,000 Investment

+86,000 operating income

+ 38,000 depreciaton (non-cash expense)

124,000 cash flow per year

<em>Note: </em>The non-cash expense should be excluded from the calculaton of the payback period.

\frac{Investment}{cash-flow} = payback

304,000/124,000 = 2.451612903 years

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3 0
4 years ago
Nachman Industries just paid a dividend of D0 = $1.32. Analysts expect the company's dividend to grow by 30% this year, by 10% i
Nuetrik [128]

Answer:

Stock's current market value = $44.87

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We can solve this stock valuation problem using DDM (Dividend Discount Model).

Lets find the dividends for the years:

D0 = $1.32

D1 = $1.32*1.3 = $1.716

D2 = $1.716*1.1 = $1.888

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The formula of stock valuation:

P_n=\frac{D_{n+1}}{k_e-g}

Lets calculate the terminal value after Year 3 afterwards:

P_n=\frac{D_{n+1}}{k_e-g}\\P_n=\frac{1.982}{0.09-0.05}\\P_n=49.55

<u>Note:</u> rate of return, k_e = 0.09 (given) and growth rate (g) is 5% or 0.05

Now,

The present value of the stocks is gotten using formula:

P_n=\frac{D_{n+1}}{(1+r)^n}+\frac{Terminal}{(1+r)^n}

So, we have:

P_0=\frac{1.716}{1.09}+\frac{1.888}{1.09^2}+\frac{49.55}{1.09^2}\\P_0=44.87

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4 0
3 years ago
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Answer:

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Explanation:

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Prepare adjusting entries for the following transactions.
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Answer:

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