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posledela
3 years ago
7

Azule Co. manufactures in two sequential processes, cutting and binding. The two departments report the information below for a

recent month. Cutting Binding Beginning work in process Transferred in from cutting dept. $ 1,200 Direct materials $ 1,095 2,862 Conversion 3,650 3,800 Costs added during March Direct materials $ 13,740 $ 9,332 Conversion 18,300 19,475 Transferred in from cutting dept. 17,395 Transferred to finished goods 31,000 Determine the ending balances in the Work in Process Inventory accounts of each department.
Business
1 answer:
Angelina_Jolie [31]3 years ago
8 0

Answer and Explanation:

The computation of the ending balance in the work in process inventory for each department is shown below:

For Cutting department

= Direct material + conversion + cost added for direct material + cost added for conversion - transferred in from cutting department

= $1,095 + $3,650 + $13,740 + $18,300 - $17,395

= $19,390

And, for binding department

= Transferred in from cutting department Direct material + conversion + cost added for direct material + cost added for conversion - transferred to finished goods

= $1,200 + $2,862 + $3,800 + $9,332 + $19,475 - $31,000

= $5,669

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Consider the following projects. Project CO C1 C2 СЗ C4 C5 A -1,000 +1,000 0 0 0 10 B -2,000 |+1,000 |+1,000 +4,000 +1,000 +1,00
Nuetrik [128]

Answer:

a) $3,458

Explanation:

The net present value is the present value of future cash flows discounted at the firm's weighted average cost of capital(which is the appropriate discount rate in this case) minus the initial investment outlay

cost of equity=risk-free rate+beta*(expected market return-risk free rate)

cost of equity=2.5%+1.5*(12%-2.5%)

cost of equity=16.75%

after-tax cost of debt=5.2%*(1-21%)

after-tax cost of debt=4.11%

WACC=(weight of equity*cost of equity)+(weight of debt*after-tax cost of debt)

weight of equity=value of equity/(value of equity+value of debt)

value of equity=6 billion*$3=$18 billion

value of debt=$5 billion

weight of equity=$18 billion/($18 billion+$5 billion)

weight of equity=78.26%

weight of debt=1-78.26%

weight of debt=21.74%

WACC=(78.26%*16.75%)+(21.74%*4.11%)

WACC=14.00%

present value of a future cash flow=future cash flow/(1+WACC)^n

n is the year in which the cash flow is expected, it is 1 for year 1 cash flow, 2 for year 2 cash flow ,and so on

NPV of project B=1000/(1+14%)^1+1000/(1+14%)^2++4000/(1+14%)^3+1000/(1+14%)^4+1000/(1+14%)^5-2000

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5 0
3 years ago
Barton Industries expects that its target capital structure for raising funds in the future for its capital budget will consist
iris [78.8K]

Answer:

a. With New Stock = 8.307%

b. With Old stock = 7.971%

Explanation:

The weighted average cost of capital (WACC) defines the cost rate that blends the capital structure cost including equity, debt, and preferred stock.

Requirement A

If it uses retained earnings as its source of common equity,

Given,

The weight of the combination of the capital structure is -

W_{d} = 40% = 0.40; W_{p} = 5% = 0.05; W_{e} = 55% = 0.55

For cost of debt, we have to find cost of debt after tax, R_{d}(1 - t) =

6.9% x (1 - 0.40) = 4.14%

Cost of preferred stock, R_{p} = 6.4%

Cost of new Equity, R_{e} = 11.51%

We know, the weighted average cost of capital (WACC) =

W_{d} x R_{d} + W_{p} x R_{p} + W_{e} x R_{e}

= (0.40 x 4.14%) + (0.05 x 6.4%) + (0.55 x 11.51%)

= 1.656% + 0.32% + 6.3305%

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Requirement B

If it has to issue new common stock, the weighted average cost of capital (WACC) = W_{d} x R_{d} + W_{p} x R_{p} + W_{s} x R_{s}

Given,

The weight of the combination of the capital structure is -

W_{d} = 40% = 0.40; W_{p} = 5% = 0.05; W_{e} = 55% = 0.55

For cost of debt, we have to find cost of debt after tax, R_{d}(1 - t) =

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Therefore, putting the value in the equation,

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WACC = 1.656% + 0.32% + 5.995%

WACC = 7.971%

4 0
3 years ago
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Judging by the sentence wording I'm guessing the missing word would be "risks"
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Over the past two decades, more than 50 nations have participated in at least one massive international test of educational achi
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<span>Over the past two decades, more than 50 nations have participated in at least one massive international test of educational achievement. longitudinal data finds that if achievement rises, the national economy advances.</span>
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3 years ago
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valentinak56 [21]

Answer:

False

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3 years ago
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