Answer:
a) i) 13.5% ii) risk on portfolio = 13.63%
b) Volatility of the portfolio (13.65%) is < Volatilities of the individual indexes
Explanation:
<u>A) Determine the return and risk of the portfolio</u>
i) Return [ E(r^p) ] = ∑ wi*ri ---- ( 1 )
where : wi = weight of stocks , ri = rate of return ( estimated ) N = number of stocks
Back to equation 1
E(r^p) = (0.5*14% ) + (0.5*13% ) = 13.5%
<em>ii) risk of portfolio </em>
we can determine the risk of portfolio using the equation below
Vol [ r( t + 1 , $ ) + s ( t + 1 ) ] ( volatility on Japanese equity ) = 13.63%
attached below is the remaining solution
<u>b) comparing the Volatilities </u>
Volatility of the portfolio (13.65%) is < Volatilities of the individual indexes ( i.e. volatility of US return ( 15.5% ) , Volatility of EAFE return ( 16.5% ) )
Answer:
The firm's PEG ratio is equal to 5.93
Explanation:
A valuation metric for determining the relative trade-off between the price of a stock, the earnings generated per share (EPS), and the company's expected growth are referred to as the 'PEG ratio' (price/earnings to growth ratio).
Generally, a company with a higher growth rate would have a higher P/E ratio.
PE ratio = Stock price/EPS
= 23.4/1.36
PE ratio = 17.205
PEG ratio = PE ratio/ Earning growth ratio
= 17.205/2.9
PEG ratio = 5.93
Answer:
The correct answer is 5.
Explanation:
Faruq's income is $100. The price of tacos is $10. The price of milkshakes is $2.
If Faruq spends all his income on tacos he will be able to purchase
= 
= 10 tacos
If Faruq spends all his income on milkshakes he will be able to purchase
= 
= 50 milkshakes
So out of his total income he can either have 50 milkshakes or 10 tacos.
The opportunity cost of a taco will be
= 
= 
= 5
Answer:
Reverse annuity mortgage RAM
Explanation:
Answer:
You didn´t post the question complete. So I found the expected rate of return. Hope be useful.
Explanation:
Required rate of return on stock = 13%
Expected rate of return is calcualted below Using DDM model:
Expected rate of return = [$1.80 × (1 + 6%) / ($25)] + 6%
= ($1.908 / $25) + 6%
= 7.632% + 6%
= 13.632%
Expected rate of return is 13.632%.
