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Georgia [21]
2 years ago
5

Gargoyle Unlimited Gargoyle Unlimited is planning to issue a zero coupon bond to fund a project that will yield its first positi

ve cash flow in three years. That cash flow will be sufficient to pay off the entire debt issue. The bond's par value will be $1,000, it will mature in 3 years, and it will sell in the market for $727.25. The firm's marginal tax rate is 40 percent. Refer to Gargoyle Unlimited. What is the expected after-tax cost of this debt issue
Business
1 answer:
asambeis [7]2 years ago
5 0

Answer:

The answer is 6.72%

Explanation:

Calculating the imputed rate from a discount bond as follows:

( 1 + i  )^n = FV / PV  

( 1 + i )^3 = FV / PV,   here FV= 1000 and PV= 727.25

so putting values in equation we have:

( 1 +i )^3 = 1000 / 727.25  

( 1 + i )^3 = 1.375  

solving for i

( 1 + i) = 1.375^1/3  

( 1 + i ) = 1.112  

i = 0.112 before tax rate

0.112 * (1 - tax rate) = after tax interest rate

0.112 * .60 = 0.0672 = 6.72%

thus the expected after tax cost of this debt issue is 6.72%

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Todays electronics specializes in manufacturing modern electronic components. It also builds the equipment that produces the com
iogann1982 [59]

Answer:

Market Condition: Large Facility , Mid - Sized Facility, Small Facility , No Facility

Good Market : 0 , $250,000 , $350,000 , $550,000

Fair Market : $19,000, 0, $29,000 , 129,000

Poor Market : $310,000, $100,000 , $32,000 , 0

Explanation:

Large Facility :

Good Market 550,000 - 550,000 = 0

Fair Market 129,000 - 110,000 = 19,000

Poor Market 0 - 310,000 = 310,000

Mid Sized Facility :

Good Market 550,000 - 300,000 = 250,000

Fair Market 129,000 - 1129,000 = 0

Poor Market 0 - 100,000 = 100,000

Small Facility :

Good Market 550,000 - 200,000 = 350,000

Fair Market 129,000 - 100,000 = 29,000

Poor Market 0 - 32,000 = 32,000

No Facility :

Good Market 550,000 - 0 = 550,000

Fair Market 129,000 - 0 = 129,000

Poor Market 0 - 0 = 0

5 0
3 years ago
A commercial cleaning company spends an average of $500 per year, per customer, in supplies, wages, and account maintenance. An
Sonbull [250]

Answer:

$1,250

Explanation:

Calculation for what is the best estimate for the lifetime value of an average customer using the simplified customer lifetime value (CLV) equation

Using this formula

Customer lifetime value (CLV) = r / (1 + i - r)

Let plug in the formula for

Customer lifetime value (CLV) = 0.8 / (1 + 0.12 - 0.8)

Customer lifetime value (CLV) = 2.5

Customer lifetime value (CLV) =($1,000-$5,00)× 2.5

Customer lifetime value (CLV) = $500 x 2.5

Customer lifetime value (CLV) = $1,250

Therefore the best estimate for the lifetime value of an average customer using the simplified customer lifetime value (CLV) equation will be $1,250

5 0
3 years ago
Arn.hawkeslearning.com/portal/test/testtaketesti 00:28:59 question 23 of 29 step 1 of 2 mary ann has recently inherited $5100. w
Irina18 [472]

Mary Ann will prefer Account 1

The use of "Compounding interest rate," which involves adding interest to the deposit's principal amount, is the main topic of discussion here.

Mary Ann's balance from account 2 over 3.7 years is $6,261.37

The below calculation is to derive maturity and value when an annual rate of 5.5% is applied.

Principal = $5,100

Annual rate = 5.5% semi-annually for 1 years

A = P(1+r/m)^n*t where n=1, t=2

A = 5,400*(1 + 0.031/2)^1*2

A = 5,400*(1.0155)^2

A = 5,400*1.03124025

A = 5568.69735

A = $5,568.70.

In conclusion, the accrued value she will get years one year for this account is $5,568.70,

When the amount compounds continuously at a rate of 3.4% per year, the maturity value is determined by the calculation below.

Principal = $5,400

Annual rate = 3.4% continuously

A = P.e^rt where n=1

A = 5,400 * e^(0.04*1)

A = 5,400 * 1.04081077419

A = 5620.378180626

A = $5,620.39.

In conclusion, the accrued value she will greater one year for this account is $5,620.39.

Referring to how much would Mary Ann's balance be from Account 2 over 3.7 years. It is calculated as follows:

Annual rate = 3.4% continuously

A = P.e^rt where n=3.7

A = 5,400 * e^(0.04*3.7)

A = 5,400 * e^0.148

A = 5,400 * 1.15951289636

A = 6261.369640344

A = $6,261.37

Therefore, the accrued value she will get after 3.7 years for this account is $6,261.37

Learn more about the Annual rate here

brainly.com/question/14170671

#SPJ4

3 0
2 years ago
Partners Gary and Elaine have agreed to share profits and 1osses in an 80:20 ratio respectively, after Gary is allowed a salary
Verizon [17]

Answer:

E) None of the above

Explanation:

In partnership, the partners earn profit. The salary allowances are considered as though paid to a third party and are considered before arriving at the net income.

As such, given that net income is $30,000 and is to be shared in the ratio 80:20 between Gary and Elaine respectively.

Elaine's share = (20/100) × $30,000

                        = $6,000

5 0
3 years ago
Alison's dress shop buys dresses from McGuire Manufacturing. Alison purchased dresses from McGuire on July 17 and received an in
galina1969 [7]

Answer:

c. $6,076

Explanation:

Calculation for what Alison should record the purchase

Purchase=$6,200 ×(100%-2%)

Purchase=$6,200 ×98%

Purchase=$6,076

Therefore if Alison uses the net method to record purchases she should record the purchase at:$6,076

7 0
3 years ago
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