Answer:
The dividend payable to the cumulative preferred stock holers in 2021 is $11,550 while the amount payable to common stock holders is $1,450.
Explanation:
Cumulative preferred stock dividends accrue and becomes payable when the reporting entity has favourable cash flows. Rachael Designs plans to make payment of $13,000 dividends in 2021. As the annual cumulative preferred dividend is $3,850 (1,100 shares x $50 x 7%), the amount due over three years will be $3,850 x 3 whcih is $11,550. Thus, out of the proposed cash outflow of $13,000, the amount of $11,550 will be paid to cumulative preferred stock holders while only $1,450 will be paid to the common stock holders.
Answer:
The gain on retirement = $4,600
Explanation:
The gain or loss on retirement = Carrying Value of the Bonds - Call price of the Bonds
The gain or loss on retirement = $111,100 - $106,500
The gain on retirement = $4,600
Note: Par value will not be taken for the calculation of the above
The awnser to the question is A Drafts
Answer:
The answer is 7.65%
Explanation:
The cost of capital is equal to the cost of debt in this example as it involves a debt instrument. The formula for the cost of debt is as follows:
(Interest Expense x (1 – Tax Rate) ÷ (Amount of Debt – Debt Acquisition Fees + Premium on Debt – Discount on Debt)
In the example, the given values are the following:
Interest Expense = 7% x $1,000 = $70 (no tax rate was provided)
Amount of debt = $1,000 (face value of the bond)
Debt acquisition fee = $15
Discount on debt = $70 ($1,000 face value vs. the $930 proceeds of the bond, the bond was issued at a discount)
Solution:
$70 ÷ ($1,000 - $15 - $70) = 7.65% cost of capital (cost of debt)
Answer:
We have to discount these payments to find the present value
500,000
500,000/1.1
500,000/1.1^2
500,000/1.1^3
We keep on doing this until we reach 500,000/1.1^19
After that we add all the payments and get the value. A less time consuming way of doing it is using a financial calculator
Pv=?
N=19
FV=0
PMT=500,000
=4,182,460.05 we add 500,000 to this because the first payment was not discounted=4,682,460.05= Present Value.
Explanation:
