Answer:
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Explanation:
Plato
"A cross-hedging strategy is most effective with currencies that are <u>highly positively correlated</u>; currency diversification is most effective with currencies that are <u>not highly correlated.</u>"
<u>Explanation:</u>
Cross hedging is a idea that is used to mange risk. This is done by investing in two securities. Those two securities are correlated and that too positively. Which means their prices goes in the identical direction. It helps in minimizing the risks associated.
So,A cross hedging strategy is most efficient when currencies are positively correlated,
Currency diversification is a strategy where more than one currency is used in investment. It leads to less exchange rate risk. This strategy is most effective with currencies that are not highly correlated. Which means increase in one currency causes no increase in other currency.
Answer:
Cost of equity is 11.2%
WACC is 8.74%
Explanation:
The formula for cost of equity is given below:
Cost of equity=risk free rate+(Beta *risk premium)
risk free rate is the treasury bill rate of 4%
Beta is 0.9
market risk premium is 8%
cost of equity=4%+(0.9*8%)=11.2%
WACC=Ke*E/V+Kd*D/V*(1-t)
Ke is the cost of equity of 11.2%
Kd is the cost of debt of 5%
t is the tax rate of 40% or 0.4
E is the equity weighting of 70% or 0.7
D is the debt weighting of 30% or 0.3
V is the E+D=0.7+0.3=1
WACC=11.20%
*0.7/1+(5%*0.3/1*(1-0.4)
WACC=7.84%
+0.90%
=8.74%
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Answer:
MC = $17
P = $25.5
Explanation:
We proceed as follows;
Firstly calculate MC when e = -2, where MR = MC
(P-MC) / P = 1 / IeI
Here P = $34 and e = -2
(34 - MC) / 34= 1/ I-2I
(34 - MC) / 34= 1 / 2
78-2MC = 34
2MC = 34
MC = 34/2
MC = 17
Now, as we have MC, we will calculate the new price when e = -3
(P-MC) / P = 1 / IeI
(P - 17) / P = 1 / I-3I
(P - 17) / P = 1 / 3
3P -51 = P
2P = 51
P = 51/2
P = 25.5
