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Svetlanka [38]
4 years ago
10

Glassmaker has pre-merger $5 in debt and $10 in equity. Rate on debt is 11%. The risk free rate is 6%. The tax rate is 40% . The

levered beta is 1.36. The equity risk premium is 4%. What discount rate should you use to discount Glassmakers' free cash flows and interest tax savings?
Business
1 answer:
Marysya12 [62]4 years ago
6 0

Answer:

The answer is 11.44%

Explanation:

Solution

Given that:

Glass maker has a pre-merger of =$5 debt

Equity =$10

The rate on debt =11%

The risk free rate =6%

Tax rate =40%

The levered beta is =1.36

Equity risk premium is= 4%.

Now,

the next step is to find discount to use for Glass maker free cash flows and interest tax savings

Cost of equity (Ke) =  Risk free return + Beta ( Market return - Risk free return )

= 6% +1.36( 10%-6%)

=11.44%

Therefore, the rate to be used to discount free cash flows and interest tax savings is 11.44%

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Genie in a Bottle Company (GBC) manufactures plastic two-liter bottles for the beverage industry. The cost standards per 100 two
yan [13]

Answer:

See below.

Explanation:

Since the costs are per 100, to calculate total standard we multiply by 400,000/100 = 4000 and actual qty then is 4060.

For A, standard cost budget at standard prices.

Direct Labor            (2*4000)          = $8,000

Direct Material     (9.1*4000)        = $36,400

Factory Overhead  (0.55*4000)    = $2,200

Total                                                        = $46,600

For B, The total cost variances are as follows,

Material cost variance = (Standard Price - Actual Price) * Actual Quantity  

where, Standard price = 9.1 and Actual price = (35750/4060) = $8.81

Variance = (9.1 - 8.81) * 4060  = $1177.4 Favorable

Direct labor cost variance = (Standard rate - Actual Rate) * Actual Quantity

where, Standard rate = 2 and Actual rate = (7540/4060) = $1.86

Variance = (2-1.86) * 4060  = $568.4 Favorable

Factory Overhead variance

= Standard applied - Actual applied  

Variance = (0.55*4060) - 2680     = $447 Unfavorable

Net effect on total cost variances = (1177.4+568.4-447) = $1298.8 Favorable

For c)

The over all cost performance has favored the business as they ere able to lessen costs in direct labor and material department. However, the fixed costs performance has deteriorated and there may be some technical issues that the company can deal with to ensure they perform better on fixed costs. The over all performance is favorable.

5 0
3 years ago
You sold a put contract on EDF stock at an option price of $.50 and an exercise price of $21. Today, EDF stock is selling for $2
andreyandreev [35.5K]

Answer:

-$50

Explanation:

Calculation to determine your total profit on this investment

Total profit = 1 × 100 × ($.50 - $21+ $20)

Total profit = 100×(-$0.5)

Total profit = -$50

Therefore your total profit on this investment is -$50

7 0
3 years ago
When attending a networking event,
VikaD [51]

Answer:

i said D but dont know if its right

Explanation:

8 0
4 years ago
Read 2 more answers
State whether each situation is a prepaid expense (PE), unearned revenue (UR), accrued revenue (AR) or an accrued expense (AE).
viktelen [127]

Answer:

1.  Accrued Revenue of $ 245

2. Accrued expenses of $ 300

3. Unearned Revenue of $ 600

4. Prepaid expenses of $ 200

5. Accrued expenses of $ 1,200

Explanation:

1. The interest on savings bond is a revenue which has been earned but not received and is thus an accrued revenue.

2. The property expenses are an accrued expenses since these have been incurred  but not paid.

3. The unearned portion of the legal fees received is an unearned revenue, since services have not been provided.

4. The unexpired portion of insurance is a prepaid expense

5. Salaried due nut not paid is an accrued expenses since services ahve been received.

3 0
4 years ago
Use the Growth Rates of Sequences Theorem to find the limit of the following sequence or state that they diverge. {eq}{n^{16}/(\
Elan Coil [88]

Answer:

The sequence diverges ( B )

Explanation:

\frac{n^{16} }{(In n)^{32} }

Applying the Growth rates of sequences theorem to find the limit of the given sequence above

\lim_{n \to \infty} \frac{n^{16} }{(In n)^{32} }  = ∞   this means that

The sequence is divergent because the rate at which n increase is very much higher than the rate at which (In n) increases

5 0
4 years ago
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