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SIZIF [17.4K]
3 years ago
15

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. FMV at Time Purchase Converted to Asset Price Business Use Computer $ 5,500 $ 3,800 Printer 3,300 3,150 Desk 4,200 4,000 File cabinet 3,200 3,225 Using the above information, what is the depreciable basis that Brittany should use in her business for each asset?
Business
1 answer:
yKpoI14uk [10]3 years ago
8 0

Answer:

Computer; $ 3800

Printer; $3150

Desk; $4000

File Cabinet; $3200

Explanation:

First we need to determine how to determine the depreciable basis for the asset.

The basis of assets converted from personal use to business use in terms of depreciable amount is the lesser of (1) fair market value on date of conversion or (2) basis on the date of conversion (the cost price)

Now we apply this to the following assets

Computer: Depreciable base of $ 3800 ( FMV < Purchase price )

Printer: $3150 ( FMV < Purchase price )

Desk: $4000 ( FMV < Purchase price )

File Cabinet: $3200 ( FMV > Purchase price )

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The interest revenue on note receivable that will be recognized at maturity is $1700.

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Which of the following statements is not correct?
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You are looking at a one-year loan of $12,000. The interest rate is quoted as 8.4 percent plus two points. A point on a loan is
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Answer a.

Effective Annual Rate of a loan is 8.92%

Answer b.

Effective Annual rate R is 12.27%

Answer is not affected by Loan amount as certain percentage of loan that is deducted as points.

Explanation:

Answer a  

Points deducted = 2 or 2%

April = 8.4%

Monthly rate (i)= 8.4%/12= 0.007

Months in a year = 12

Effective Annual Rate of a loan =( (1+(i/(1-points)))^months in year)-1

((1+(0.007/(1-2%)))^12)-1

=0.08916311096 or 8.92%

So Effective Annual Rate of loan is 8.92%

Answer b

quoted interest rate = 11.4%

Monthly rate (i)= 11.4%/12=0.0095

Months in year = 12

points deducted= 2 or 2%

EAR of loan =((1+(i/(1-points))) ^months in year)-1

((1+(0.0095/ (1-2%))) ^12)-1

=0.1227334817 or 12.27%

Answer is not affected by Loan amount as certain % of loan is deducted as points.

5 0
3 years ago
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