Answer:
Horizon value is $22.59
Intrinsic value is $16.32
Explanation:
D3=1.5000
D4=1.5000*(1+7.8%)
D4=1.6170
D5=1.6170
*(1+7.8%)
D5=1.7431
D6=1.7431
*(1+3.42%)
D6=1.8027
horizon value is the same as the price of the stock(the terminal value) using the dividend in year 6
P=D5*(1+g)/(r-g)
D5=$1.7431
g is the constant growth rate of 3.42%
r is the required rate of return of 11.40%
P=$1.7431*(1+3.42%)/(11.40%-3.42%)
P=$1.8027/0.0798
=$22.59
Goodwill Technologies share price is $22.59
Current intrinsic value is the dividends payable in relevant years plus the horizon value discount to present value as follows:
Present value of D3 =1.5000/(1+11.40%)^3=$1.0850
present of value of D4 =1.6170
/(1+11.40%)^4=$1.0500
present value of D5 =1.7431
/(1+11.40%)^5=1.0160
present value of horizon value=$22.59/(1+11.40%)^5=13.1671
Total present values $16.32
Answer: The answer is A. Reflects product differentiation.
Explanation:
In a monopolistic competition, companies offer products that are not equal. This product differentiation gives companies power in the market and causes each company to face a demand curve with a downward slope (if it raises the price of its product it will sell less and if it lowers it will sell more). Unlike a perfect competition market where companies face a horizontal demand curve.
Answer:
Total PV= $2,736.39
Explanation:
Giving the following information:
Year Cash Flow
1 $ 870
2 950
3 0
4 1,540
<u>First, we need to calculate the real annual discount rate:</u>
Quarterly Discount rate= 0.08/4= 0.02
Real annual interest rate= [(1+i)^n] - 1
Real annual interest rate= [(1.02^4) - 1]
Real annual interest rate= 0.08243
<em><u>Now, we can calculate the present value of the cash flows:</u></em>
PV= Cf/(1+i)^n
Year 1= 870/1.08243= 803.75
Year 2= 950/1.08243^2= 810.82
Year 4= 1,540/1.08243^4= 1,121.82
Total PV= $2,736.39
Answer:
Debt ratio
94.16%
5.84%
Equity multiplier
17.13%
1.06%
Explanation:
The debt ratio can be calculated as follows
Lots of debt incorporation= total liability/total assets.
= 32.25/34.25
= 0.9416×100
= 94.16%
Lots of equity incorporation= 2.00/34.25
= 0.05839 × 100
= 5.84%
The eqiuty multiplier can be calculated as follows
Lots of debt incorporation= equity/multiplier
= 34.25/2.00
= 17.13%
Lots of equity incorporation= equity/multiplier
= 34.25/32.25
= 1.06%
