Answer:
Price willing to pay=$1105.94
Explanation:
Annual Coupon Payment=$1,000*0.08
Annual Coupon Payment=$80
Calculating Present Value (PV) of Par Value:

Where:
i is the rate of return.
FV is par value

PV= $258.419.
Calculating PV of annual Coupon Payment:

i is the coupon rate
A is the annual Payment

PV=$847.521
Price willing to pay= Present Value (PV) of Par Value+ PV of annual Coupon Payment
Price willing to pay=$258.419+$847.521
Price willing to pay=$1105.94
Answer:
1. WINFREY TOWING SERVICE
Statement of Comprehensive Income
$
Service revenue 10,800
Rent expense (550)
Salaries expense (1,900)
Dividends paid <u>(4,000)</u>
Net income <u> 4,350</u>
Statement of Retained Earnings
$
Retained earnings b/f 3,900
Add: Net income 4,350
Retained earnings c/f 8,250
2. Statement of retained earnings report changes in retained earnings of a company in a given accounting year.
Explanation:
In this question, we need to obtain the net income of the company, which is service revenue minus expenses minus dividend. Then, the statement of retained earnings is prepared by taking cognisance of the retained earnings brought forward and add the net income for the year.
Answer:
Bond price= $1,793.62
Explanation:
Giving the following information:
Face value= $2,000
Number of periods= 17
Cupon rate= 0.077
YTM= 0.089
T<u>o calculate the price of the bond, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 154*{[1 - (1.089^-17)] / 0.089} + [2,000/1.089^17)
Bond Price= 1,324.21 + 469.41
Bond price= $1,793.62
Answer:
Consumer surplus = (60000 - 40000)+ (90000 - 40000)+(40000 - 40000) = $70000
Producer surplus = (40000 - 20000)+(40000 - 30000)+ (40000 - 40000) = $30000
Social surplus = Consumer surplus +Producer Surplus= 70000 + 30000 = $100000
Consumer surplus = (Willingness to pay – Price)
Producer surplus = ( Price –Cost)