Answer:
False
Explanation:
False because the theory of comparative advantage applies
Answer
The answer and procedures of the exercise are attached in the following archives.
Explanation
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
affect nominal but not real variables. This view that money is ultimately neutral is consistent with classical theory.
Explanation:
This idea is held by classical economists (not by most economists) since they believe in the quantitative theory of money:
MV = PQ
- M = quantity of money
- V = velocity of money
- P = price level
- Q = quantity of goods
Classical theory was abandoned 90 years ago (according to classical theory, recessions were not possible and couldn't exist, but then the Great Depression came and the impossible became true). Neo-classical or monetarists appeared in the 1960s, and lately, neo-neo-classical appeared with George W. Bush. The problem with the quantitative theory is that it needs the following things to be true in order to hold, and empirical evidence over the last 90 years showed that none of them are true:
- the velocity of money has to be constant (AND IT IS NOT CONSTANT)
- real output is independent on money supply (NOT TRUE)
- causation goes from money to prices (MODERN ECONOMISTS BELIEVE IT IS THE OTHER WAY)
Answer:
A. provide a written list such as in your resume
Answer:
1. $12.31
2. -11.96%
Explanation:
a) Calculation to determine the intrinsic value of a share of Xyrong stock
First step is to calculate the Required Return
Using this formula
Required Return = Risk-free Rate + [Beta * (Expected Market Return - Risk-free Rate)]
Let plug in the formula
Required Return= 5.5% + [2.7 * (17% - 5.5%)]
Required Return= 5.5% + 31.05% = 36.55%
Second step is to calculate g using this formula
g = ROE * (1 - Payout Ratio)
Let plug in the formula
g= 18% * (1 - 0.25)
g= 13.5%
D0 = EPS0 * Payout Ratio = $10 * 0.25 = $2.50
P0 = [D0 * (1 + g)] / [r - g]
= [$2.50 * (1 + 0.135)] / [0.3655 - 0.135]
= $2.8375 / 0.2305 = $12.31
b). Holding Period Return = [P1 + D1 - P0] / P0
= [$8 + $2.8375 - $12.31] / $12.31 = -$1.4727 / $12.31 = -0.1196, or -11.96%