Answer:
c) $5.68
Explanation:
The worth of this stock today is the present value of the future dividends which is computed by discounting future dividends as well as the terminal value using the required rate of return of 14.5% as the appropriate discount rate as shown thus:
Year 1 dividend=$.65
Year 2 dividend=$0.70
Year 3 dividend=$0.75
terminal value of dividends=Year 3 dividend*(1+g)/Ke-g
g=dividend terminal growth rate=2%
Ke=required rate of return=14.5%
terminal value of dividends=$0.75*(1+2%)/(14.5%-2%)=$ 6.12
Share price=$.65/(1+14.5%)^1+$.70/(1+14.5%)^2+$.75/(1+14.5%)^3+$6.12/(1+14.5%)^3
share price=$5.68
Answer:
u get free stuff out of it
A = Pe^(rt)
<span>A = 5e^(0.02)(8) = 5.87 billion </span>
Answer:
$99.3625
Explanation:
The computation of ex-dividend stock price is shown below:-
Ex-dividend stock price = Stock closing price - Stock dividend × (1 - tax rate)
= $105.64 - $7.75 × (1 - 19%)
= $105.64 - $7.75 × 0.81
= $105.64 - 6.2775
= $99.3625
Therefore for computing the ex-dividend stock price we simply applied the above formula.
Answer:
$800
$1,000
The quantity of money demanded decreases as the interest rate rises.
Explanation:
a
To calculate the opportunity cost on government bond at 8%, we use the following method
Opportunity Cost for 8% interest rate on Government Bonds
= (8/100)%× $10,000
= 0.08% ×$10,000
= $800
To calculate the opportunity cost government at bond on 10%, we use the following method
Opportunity Cost for 10% interest rate on Government Bonds
= (10/100)%× $10,000
= 0.1%×$10,000
= $1,000
b. The quantity of money demanded decreases as the interest rate rises.
