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larisa86 [58]
3 years ago
5

Atom Endeavour Co. issued $21 million face amount of 4.0% bonds when market interest rates were 4.46% for bonds of similar risk

and other characteristics.
Required:

a. How much interest will be paid annually on these bonds? (Enter your answer in dollars, not millions of dollars, i.e. 1,234,567.)

Atom Endeavour Co. issued $21 million face amount of 4.0% bonds when market interest rates were 4.46% for bonds of similar risk and other characteristics.

Required:

a. How much interest will be paid annually on these bonds? (Enter your answer in dollars, not millions of dollars, i.e. 1,234,567.)

Annual Interest payment+

b. Were the bonds issued at a premium or discount?

-- Premium
-- Discount
c. Will the annual interest expense on these bonds be more than, equal to, or less than the amount of interest paid each year?

-- Interest expense will be less than the interest paid.
-- Interest expense will be more than the interest paid.
-- Interest expense will be equal to the interest paid.
Business
1 answer:
Eduardwww [97]3 years ago
3 0

Answer:

A. $840,000

B. Discount

C. Annual interest expense on these bonds will be more than  the amount of interest paid each year.

Explanation:

Data

Bonds issued = $21,000,000

Coupin rate = 4.0%

Market Interest rate = 4.46%

Requirement A: Annual interest amount

Interest amount = Bonds issued x coupon rate

Interest amount = $21,000,000 x 4.0%

Interest amount = $840,000

Requirement B: Whether it is Premium or Discount?

Bonds that Atom Endeavour Co. issued are discount as you can clearly see in the data that the market rate is higher than the coupon rate. Investors who will buy these bonds surely expect a capital gain.

Requirement C:

The discount on the issue of bonds is amortized to interest expense over the life of the bond, therefore the interest expense on these bonds will be more than the amount of interest paid each year,

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tekilochka [14]

Answer:

<u>(A) Compute learn on equity as follows: </u>

Return on equity = (Net income/ Average stock holders’ equity) x 100  

Return on equity = $9,938 / $47,771

Return on equity = 20.8%

Average stock holders’ equity = (48,663 + $46878)/ 2

Average stock holders’ equity = $47,771

<em>Therefore, Return on equity is 20.8% </em>

<u>(B) Compute return on vet assets as follows: </u>

ROA = (Net income / Average total asset) × 100

ROA = ($9,938/100,585) × 100

ROA = 9.88%

Average total asset = (110,903 + 90,266) / 2  

Average total asset = $100,585

<em>Therefore, Return on net assets is 9.88% </em>

<u>(C) Compute return on net operating assets as follows: </u>

Return on net operating assets = (Net Operating income after tax / Average operating assets) × 100

Return on net operating assets = ($9,938 + 1,037) × 100 / 53,991

Return on net operating assets = ($10,975 / $53,991) × 100

Return on net operating assets = 20.33%

Average Operating assets = ($56,535 + 51,447) / 2

Average Operating assets = $53,991

<em>Therefore, Return on net operating assets is 20.33% </em>

8 0
3 years ago
What is the effect of a buyer’s failure to comply with the statute of limitations recognized by the Uniform Commercial Code for
lubasha [3.4K]

Answer:

The buyer has agreed to waive his warranty rights by agreeing the clause of waiving the warranty rights under the contract.  

Explanation:

If the buyer and the seller agrees on the term that the risks and the rewards coming onwards would belong solely to the buyer and there will be no warranty claims acceptable related to this product. This is the limitation of the application of the Unifrom Commercial Code.

8 0
3 years ago
When labor unions successfully bargain for wage rates that are _____ the equilibrium wage rate, they may cause _____. higher tha
Delicious77 [7]

Answer:

When labor unions successfully bargain for wage rates that are HIGHER THAN the equilibrium wage rate, they may cause AN INCREASE IN STRUCTURAL UNEMPLOYMENT.

Explanation:

When a labor union bargains for wages that are above equilibrium rate, this will produce the same effect as a price floor. The supply of labor will increase, while the demand for labor will decrease. This deadweight loss generated by high wages will result in an excess supply that will eventually lead to higher structural unemployment.

3 0
2 years ago
The perimeter of a rectangle with a width x and a length that is four times the widthA nursery has $55,000 of inventory in dogwo
nalin [4]

The question is incorrect. The correct question is as follows,

A nursery has $55,000 of inventory in dogwood trees and red maple trees. The profit on a dogwood tree is 28% and the profit on a red maple tree is 17%. The profit for the entire stock is 20%. How much was invested in each type of tree?

Answer:

The investment in Dogwood trees is $15000.

The investment in red maple trees is = $40000

Explanation:

To calculate the investment in each type of tree, we will say that x was invested in dogwood trees and the investment in red maple trees was 55000-x.

The profit on the entire investment is calculated as the weighted average of the profit on dogwood trees and profit on the red maple trees. The formula for overall profit can be written as follows,

Overall profit = Investment in dogwood / total investment * profit % on dogwood  +  Investment in red maple / total investment * profit % on red maple

0.2 = x / 55000 * 0.28  +  (55000 - x) / 55000 * 0.17

0.2 = 0.28x / 55000  +  (9350 - 0.17x) / 55000

0.2 = 0.28x + 9350 - 0.17x / 55000

0.2 * 55000 = 0.11x + 9350

11000 = 0.11x + 9350

11000 - 9350 = 0.11x

1650 / 0.11 = x

x = $15000

If x is $15000, this means that the investment in Dogwood trees is $15000.

If x is $15000, this means that the investment in red maple trees is 55000 - 15000 = $40000

4 0
2 years ago
Pat invested a total of $3,000. Part of the money was invested in a money market account that paid 10 percent simple annual inte
adell [148]

Answer:

$800 in account that pays 10% interest

$2,200 in account that pays 8% interest

Explanation:

Account A = Money market account that paid 10% simple annual interest

Account B = Money market account that paid 8% simple annual interest

W1 = Proportion of money invested in Account A

W2 = Proportion of money invested in Account B

W1 + W2 = 1

therefore, W1 = 1 - W2

Principle amount = $3,000

3000 x W1 = Amount of money invested in Account A

3000 x W2 = Amount of money invested in Account B

Total interest earned = $256

R1 = 10% simple interest on Account A

R2 = 8% simple interest on Account B)

Total Interest = (Principle x W1 x R1) + (Principle x W2 x R2)

256 = (3000 x W1 x 10%) + (3000 x W2 x 8%)

256 = 300 W1 + 240 W2

256 = 300 W1 + 240 ( 1 - W1)

256 = 300 W1 + 240 - 240 W1

16 = 60 W1

W1 = 16 / 60

W2 = 1 - W1 = 1 - (16/60) = 11/15

Amount of money invested in Account A = 3000 x W1 = 3000 x (16/60) = $800

Amount of money invested in Account B = 3000 x W2 = 3000 x (11/15) =$2,200

6 0
3 years ago
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