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Ket [755]
4 years ago
12

Better Chocolates has a new project that requires $838,000 of equipment. What is the depreciation in Year 6 of this project if t

he equipment is classified as seven-year property for MACRS purposes? The MACRS allowance percentages are as follows, commencing with year 1: 14.29, 24.49, 17.49, 12.49, 8.93, 8.92, 8.93, and 4.46 percent.
Business
1 answer:
DIA [1.3K]4 years ago
4 0

Answer:

d. $74,749.60 ( depreciation allowance @ 8.92% )

Explanation:

Under Modified Accelerated Cost Recovery System the Office furniture and fixtures, agricultural machinery and equipment, any other property not associated with another class is classified as 7-years property.

These assets are depreciated as follows:

Year         Percentage Depreciate

  1                              14.29%

  2                             24.49%

  3                             17.49%

  4                             12.49%

  5                             8.93%

  6                             8.92%

  7                             8.93%

  8                             4.46%

In the Sixth year depreciation will be charged by 8.92%.

Asset Value = $838,000

Depreciation Allowance in 6th year = $838,000 x 8.92%

Depreciation Allowance in 6th year = $74749.60

*Option for the given Mcqs are missing and written as follows:

Select one:

a. $80,411.60

b. $74,833.40

c. $89,108.00

d. $74,749.60

e. $89,327.08

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3 0
3 years ago
Divided Furniture Inc. has 11,000 bonds outstanding with a market price of $104 per bond. The firm also has 35,000 preferred sha
mote1985 [20]

Answer:

Market Value of equity = Price of equity*Number of shares outstanding

Market Value of equity = 36*45000

Market Value of equity = 1620000

Market Value of Bond = Par value*bonds outstanding*%age of par

Market Value of Bond = 100*11000*1.04

Market Value of Bond = 1144000

Market Value of Bond of Preferred equity=Price*Number of shares outstanding

Market Value of Bond of Preferred equity=52*35000

Market Value of Bond of Preferred equity = 1820000

Market Value of firm = Market Value of Equity + Market Value of Bond+ Market Value of Preferred equity

Market Value of firm = 1620000+1144000+1820000

Market Value of firm = 4584000

Weight of equity = Market Value of Equity/Market Value of firm

Weight of equity = 1620000/4584000

Weight of equity = 0.3534

Weight of debt = Market Value of Bond/Market Value of firm

Weight of debt = 1144000/4584000

Weight of debt = 0.2496

Weight of preferred equity = Market Value of preferred equity/Market Value of firm

Weight of preferred equity = 1820000/4584000

Weight of preferred equity =0.397

Cost of equity

Price= Dividend in 1 year/(cost of equity - growth rate)

36 = 2.2/ (Cost of equity - 0.04)

Cost of equity% = 10.11

After tax cost of debt = cost of debt*(1-tax rate)

After tax cost of debt = 8*(1-0.4)

After tax cost of debt = 4.8

Cost of preferred equity

Cost of preferred equity = Preferred dividend/price*100

Cost of preferred equity = 2.2/(52)*100

Cost of preferred equity = 4.23

WACC = After tax cost of debt*W(D)+cost of equity*W(E)+Cost of preferred equity*W(PE)

WACC = 4.8*0.2496+10.11*0.3534+4.23*0.397

WACC = 6.45%

7 0
4 years ago
Rick Co. had 35 million shares of $1 par common stock outstanding at January 1, 2021. In October 2021, Rick Co.'s Board of Direc
Stella [2.4K]

Answer:

None of the choices are correct

Explanation:

We use the par value of stock to determine the dividend instead of the market value of stock.

<u><em>Dividend Calculation :</em></u>

Dividend = 35,000,000 shares x $1 x 1%

               = $350,000

<u><em>Journal :</em></u>

Debit  : Dividend $350,000

Credit : Cash $350,000

3 0
3 years ago
A business anticipates future operating revenue of $200 million, future operating costs of $150 million, and sunk costs of $60 m
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Depends on the upcoming predicted sales when compared to the cost to run the buisness
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Suppose you have a linear integer optimization problem. You solve the problem as a linear optimization problem by ignoring the i
GalinKa [24]

Answer:

Option(A) is the correct answer to the given question .

Explanation:

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  • The integer programming problem conclusively specify of the optimised solution to the issue of the integral optimisation.
  • All the other option are not correct for the linear integer optimization problem because they are not  give objective function as well as integer constraints as linear .
8 0
4 years ago
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