Answer:
C. Citizens have more wants than they can fulfill with their available resources.
Explanation:
Correct for APEX
Answer: b. $30; $20; $0
Explanation:
<em>Admission prices to Dollywood are $50 for a one-day ticket, $80 for a two-day ticket, and $100 for an annual pass. Based on these prices, the marginal cost of visiting Dollywood the second day is </em><em><u>$30</u></em><em>, the third day is </em><em><u>$20</u></em><em>, and the fourth day is </em><em><u>$0.</u></em>
The marginal cost is the extra cost per day of going to Dollywood.
Second day
Marginal cost = Second day price - First day
= 80 - 50
= $30
Third day
Marginal cost = Third day price - Second day
= 100 - 80
= $20
Fourth Day
Marginal cost = Fourth day price - third day
= 100 - 100
= $0
Answer:
$996,267.41
Explanation:
The Net Present Value of Alpha`s project can be determined by using the CFj Function of a Financial Calculator as follows :
<em>- $400,000 CF0</em>
<em>$325,000 CF1</em>
<em>$500,000 CF2</em>
<em>$400,000 CF3</em>
<em>$475,000 CF4</em>
<em>I/YR = 8%</em>
<em>Then, SHIFT NPV gives $996,267.41</em>
Thus, Alpha's net present value (NPV) is $996,267.41.
Answer: Yes they did.
Explanation:
Apparent Authority refers to a scenario where a Agent is assumed to have the power to act on behalf of a Principal regardless of if said authority had not being expressly given whether implicitly or otherwise.
It is worthy of note that this power is only valid if the third party in the transaction assumes from the conduct of the agent, that they have such powers to act.
It is stated in the text that there was no question that the brokers had the actual or implied authority to sell the stock meaning that the Principal had not done enough to show that the agents did not have the Authority to act as they did. For this reason, they can indeed be sued under the Principle of Apparent Authority.
Answer:
The expected price of the stock is $122.03
Explanation:
To calculate the expected price of the stock at the end of the year or at Year 1, we first need to determine the required rate of return on the stock. We will use the CAPM equation to calculate the required rate of return.
The required rate of return is calculated as,
r = rRF + Beta * (rM - rRF)
Where,
- rRF is the risk free rate
- rM is the return on market
r = 0.05 + 1 * (0.14 - 0.05)
r = 0.14
We already have the price of the stock today, the D1 and the required rate of return. Using the constant dividend growth model of DDM, we calculate the growth rate in dividends to be,
P0 = D1 / (r - g)
115 = 9 / (0.14 - g)
115 * (0.14 - g) = 9
16.1 - 115g = 9
16.1 - 9 = 115g
7.1 / 115 = g
g = 0.0617 or 6.17%
Using the same formula and replacing D1 with D2, we can calculate the price of the stock at the end of the year or at start of Year 1.
P1 = 9 * (1+0.0617) / (0.14 - 0.0617)
P1 = $122.03