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Harlamova29_29 [7]
3 years ago
6

Reese, a calendar-year taxpayer, uses the cash method of accounting for her sole proprietorship. In late December, she received

a $31,000 bill from her accountant for consulting services related to her small business. Reese can pay the $31,000 bill anytime before January 30 of next year without penalty. Assume Reese’s marginal tax rate is 30 percent this year and will be 40 percent next year, and that she can earn an after-tax rate of return of 6 percent on her investments.a. What is the after-tax cost if she pays the $31,000 bill in December?b. What is the after-tax cost if she pays the $31,000 bill in January?
Business
1 answer:
Veseljchak [2.6K]3 years ago
6 0

Answer:

a) The after-tax cost if she pays the bill in December is $21,700

b) The after-tax cost if she pays the bill in January is $19,306.80

Explanation:

a)  If she pays the $31,000 bill in December

Present value tax savings = amount × marginal tax rate

= $31,000 × 30%

= $9,300

After-tax cost = Pre-tax cost - present value tax

= $31,000 - $9,300

= $ 21,700

b)  If she pays the $31,000 bill in January

Present value tax savings = amount × marginal tax rate

= $31,000 × 40%

= $12,400

Calculation of discount factor = Present value = \frac{FutureValue}{(1+r)^{n} }

=  \frac{1}{(1+0.06)^{1} }

= 0.943

Present value tax savings = amount × discount factor

= $ 12,400 × 0.943

= $11,693.20

After-tax cost = Pre-tax cost - present value tax

= $31,000 - $11,693.20

= $ 19,306.80

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Answer:

Additional money, the firm have 4 years from now if it can earn 5 percent rather than 4 percent on its savings will be $3,423.

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If rate of return is 5%

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According to the CAPM, what is the market risk premium given an expected return on a security of 18.7%, a stock beta of 1.3, and
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3 years ago
Everglades Furniture uses a process cost system to account for its chair factory. Beginning inventory consisted of 5,000 units (
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Answer:

a. Compute the equivalent units of production for each unit.

Materials = 63,000 units

Conversion = 59,400 units

b. Compute the cost per unit.

Total Cost per unit  = $63.90

c. Compute the cost transferred out to finished goods.

cost transferred out to finished goods =  $3,642,300

d. Compute the ending work-in-process inventory balance.

ending work-in-process inventory balance =$248,328

Explanation:

a. Compute the equivalent units of production for each unit.

<u>Materials</u>

Ending Work In Process Units (100%)          6,000

Units Completed and Transferred (100%)  57,000

Total                                                              63,000

Units Completed and Transferred = 5,000+58,000-6,000=57,000

<u>Conversion</u>

Ending Work In Process Units (40%)            2,400

Units Completed and Transferred (100%)  57,000

Total                                                              59,400

Units Completed and Transferred = 5,000+58,000-6,000=57,000

b. Compute the cost per unit.

<u>Materials</u>

Cost per unit = Total Cost / Total Equivalent Units

                      =($124,800 +$1,537,000)/ 63,000

                      = $26.38

<u>Conversion</u>

Cost per unit = Total Cost / Total Equivalent Units

                      =($104,500+$2,124,375)/ 59,400

                      = $37.52

Total Cost per unit = $26.38 +  $37.52 = $63.90

c. Compute the cost transferred out to finished goods.

cost transferred out to finished goods = 57,000×$63.90

                                                                = $3,642,300

d. Compute the ending work-in-process inventory balance.

ending work-in-process inventory balance

Materials (6,000×$26.38)     = $158,280

Conversion (2,400×$37.52)  = $ 90,048

Total                                        =$248,328

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