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larisa [96]
3 years ago
5

Suppose your firm just issued a 20-year, $1000 par value bond with semiannual coupons. The coupon interest rate is 9%. The bonds

sold for par value, but flotation costs amounted to 5% of the price. You have a 21% corporate tax rate. What is your firm’s after-tax cost of debt? Group of answer choices
Business
1 answer:
sergiy2304 [10]3 years ago
4 0

Answer:

<em>4.78%</em>

Explanation:

<em>From the question given, we solve the issue</em>

<em>the calculation of he bond price is:</em>

<em>Price of bond = per value * (1- flotation cost)</em>

<em>$1000 *  (1- 0.05)</em>

<em>= $950</em>

<em>For the calculation of semi-annual coupon payments, </em>

<em>Semi -annual coupon payment  = Par value * Interest/2</em>

<em> $1000 * 0.09/2 = $45</em>

<em>Calculation of semi- annual yield to maturity</em>

<em>Let recall the following</em>

<em>YTM = yield to maturity</em>

<em>C = The semi-annual coupon payment</em>

<em>FV= Face value or par value </em>

<em>PV= Price of a bond </em>

<em>n = Maturity years of the bond </em>

<em>Therefore,</em>

<em> YTM= C + FV - PV/n/ FV + PV/2</em>

<em>which is</em>

<em>$45 + $1000 - $950/40/$1000 + $950 / 2 = 4.78%</em>

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Baylor Company began its operations on March 31 of the current year. Projected manufacturing costs for the first three months of
inn [45]

Answer:

Cash= $183,950

Explanation:

Giving the following information:

Baylor Company began its operations on March 31 of the current year. Projected manufacturing costs for the first three months of business are $156,800, $198,200, and $217,600, respectively, for April, May, and June. Depreciation, insurance, and property taxes represent $28,800 of the estimated monthly manufacturing costs. Insurance was paid on March 31, and property taxes will be paid in November. Three-fourths of the remainder of the manufacturing costs are expected to be paid in the month in which they are incurred, with the balance to be paid in the following month.

May:

Manufacturing cost= 198,200 - 28,800= $169,400

Cost for June= 169,400*0.25= 42,350

June:

Manufacturing cost= 217,600 - 28,800= $188,800

Cost from May= 42,350

Cost for July= 188,800*0.25= -47,200

Cash= $183,950

6 0
3 years ago
Tatum Manufacturing recently opened a new facility in Hong Kong. The firm can most likely expect the Hong Kong government to ___
pickupchik [31]

The expectation of the Tatum Manufacturing firm from the Hong Kong government is to <u>ensure fair competition </u>with its competitors.

<h3>What is a manufacturing firm?</h3>

A manufacturing firm is a firm that engages in massive scale production of goods and commodities that uses physical labor and/or machinery to turn raw materials and parts, into finished goods or completed items.

The finished goods could be sold:

  • To other manufacturers for the fabrication of more sophisticated products,
  • To wholesalers that redistribute the goods to retail traders, or
  • To final consumers directly.

The role of the Hong Kong government to Tatum Manufacturing Firm in as much they comply with the government regulations and taxes is for the government to ensure that there is fair competition for Tatum Firm with its competitors.

Learn more about a manufacturing firm here:

brainly.com/question/24519299

4 0
2 years ago
Steinberg Corporation and Dietrich Corporation are identical companies except that Dietrich is more levered. Both companies will
valentina_108 [34]

Answer:

a-1.

Steinberg's debt:

Steinberg's equity:

a-2.

Dietrich's debt:

Dietrich's equity:

b. Disagree as the values of the two companies are the same ( please see below Explanation for further clarification)

Explanation:

It is clear to determine that the value of debt and equity of the two firms is the present value of cash flow received in 1 year, discounted at 12%.

a-1.

In one year:

- Debt holder of Steinberg will receive $910,000 regardless of its EBIT. -=> Thus, Steinberg's debt present value = 910,000 / 1.12 = $812,500

- Given the probability of expansion and recession, Steinberg's shareholder will receive the amount equal EBIT -  amount paid to its debt holders: 0.8 x (3,700,000 - 910,000) + 0.2 x (1,100,000-910,000) = $2,270,000.

=> Thus, Steinberg's equity present value = $2,270,000/ 1.12 = $2,026,786

=> Value of Steinberg = D+E = 812,500 + 2,026,786 = $2,839,286 ( note: no tax applied)

a-2.

In one year:

- Debt holder of Dietrich will receive $1,200,000 when the business expands while only $1,100,000 when the business goes into recession (i.e business loss is 100,000):  0.8 x 1,200,000 + 0.2 x 1,100,000 = $1,180,000

=> Thus, Dietrich's debt present value = 1,180,000 / 1.12 = $1,053,571

- Given the probability of expansion and recession, Dietrich's shareholder will receive the amount equal EBIT -  amount paid to its debt holders: 0.8 x (3,700,000 - 1,200,000) + 0.2 x (1,100,000-1,100,000) = $2,000,000.

=> Thus, Dietrich's equity present value = 2,000,000 / 1.12 = $1,785,714

=> Value of Steinberg = D+E =$1,053,571+$1,785,714  = $2,839,286( note: no tax applied)

a-3.

From the calculation, it is clear that the values of the two companies are the same.

6 0
3 years ago
Headland Mining Company purchased land on February 1, 2020, at a cost of $1,169,500. It estimated that a total of 52,800 tons of
Nat2105 [25]

Answer:

1. $26 per unit

2. $183,040

3. $503,360

Explanation:

1. Computation of per unit mineral cost

Per unit mineral cost=(1,169,500+96,300+214,000-107,000)/52,800

Per unit mineral cost=1,372,800/52,800

Per unit mineral cost=$26 per unit

Therefore the Per unit mineral cost will be $26 per unit

2. Computation of Total materials cost

Total materials cost= (26,400 tons-19,360 tons)*26

Total materials cost=7,040*26

Total materials cost=$183,040

Therefore the Total materials cost will be $183,040

3. Calculation for the Total materials cost in Cost of goods sold

Total materials cost in Cost of goods sold= (19,360*26)

Total materials cost in Cost of goods sold =$503,360

Therefore the Total materials cost in Cost of goods sold will be $503,360

8 0
3 years ago
The common stock of Detroit Engines has a beta of 1.34 and a standard deviation of 11.4 percent. The market rate of return is 11
stealth61 [152]

Answer:

The firm's cost of equity is C. 14.05 percent

Explanation:

Hi, we need to use the following formula in order to find the cost of equity of this firm.

r(e)=rf+beta(rm-rf)

Where:

r(e) = Cost of equity

rf = risk free rate

rm = Market rate of return

Everything should look like this.

r(e)=0.04+1.34(0.115-0.04)=0.1405

So, this firm´s cost of equity is 14.05%

Best of luck

6 0
3 years ago
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