Answer:
a) actual dollar = $60
b) Constant dollar of the 15th payment = $38.710
Explanation:
Facts from the question:
The Face value of the bond = $1,000
Nominal Interest rate = 12% and it compounded annually
General inflation rate = 6%
The question: Determine the 15th interest payment on the bond.
Step 1: The coupon for the amount of semi annual payment is as follows:
Coupon= (Interest rate/ Number of compounding times in a year) x face value of the bond
= (0.12/2) x 1000
= $60 -= Actual dollar amount
Step 2: Determine the 15th payment and this will represent the middle of the 8th year or (7 1/2) year.
To calculate this=
Constant dollar amount of the 15th interest payment
= Actual dollar amount (above) / (1 + inflation rate)∧n
where n= the number of years = 7.5 years
= $60 / (1 + 0.06) ∧7.5
= $60/1.55
= $38.710
This means the constant dollar amount on that 15th payment = $38.710
Answer:
1.
Determine the reporting Date and period. 2. Identify your assets. 3. Identify your liabilities.
4. Calculate shareholders' equity.
Add total liabilities to total shareholders' equity and compare to the assets.
Answer:
cost of equity = 9.68%
so correct option is d. 9.68%
Explanation:
given data
currently priced = $17.15
paid annual dividend = $1.22
dividends increasing = 2.4% annually
to find out
firm's cost of equity
solution
we get here cost of equity by apply price equation that is express as
Price = recent dividend × ( 1 + growth rate ) ÷ ( cost of equity - growth rate) .....................1
put here value we get
$17.15 = 
solve it we get
cost of equity = 9.68%
so correct option is d. 9.68%
Answer:
The following are the answers to the question, using the FASB Acounting Standards Codification at the FASB website:
1. Topic 260, FASB Accounting Standards Codification is the topic number (Topic XXX) that provides the accounting for earnings per share.
2. FASB ASC 260-10-50-1
3. FASB ASC 260-10-50-2
