Question

In: Finance

Your portfolio consists of 90 shares of CSH and 25 shares of​ EJH, which you just...

Your portfolio consists of 90 shares of CSH and 25 shares of​ EJH, which you just bought at $ 20 and $ 30 per​ share, respectively.

a. What fraction of your portfolio is invested in​ CSH? In​ EJH?

b. If CSH increases to $ 25 and EJH decreases to $ 29​, what is the return on your​ portfolio?

a. What fraction of your portfolio is invested in​ CSH? In​ EJH?

The fraction invested in CSH is __%.​(Round to one decimal​ place.)

The fraction invested in EJH is __​%. ​(Round to one decimal​ place.)

b. If CSH increases to $ 25 and EJH decreases to $ 29​, what is the return on your​ portfolio?The return on the portfolio is

__%. ​(Round to one decimal​ place.)

Solutions

Expert Solution

Solution:-

A. To Calculate the weight of Stock in Portfolio-

Market value of CSH share = 90 shares * $20

Market value of CSH share = $1,800

Market value of EJH share = 25 shares * $30

Market value of EJH share = $750

Total Portfolio value = Market value of CSH share + Market value of EJH share

Total Portfolio value = $1,800 + $750

Total Portfolio value = $2,550

Weight of CSH Stock in Portfolio =

Weight of CSH Stock in Portfolio =

Weight of CSH Stock in Portfolio = 70.59%

Weight of EJH Stock in Portfolio =

Weight of EJH Stock in Portfolio =

Weight of EJH Stock in Portfolio = 29.41%

B. To calculate Return on your portfolio-

Return on CSH Share =

Return on CSH Share = 25%

Return on EJH Share =

Return on CSH Share = -3.333%

Return on Portfolio is weighted Average Return

Return On Portfolio = 25% * 0.7059 + (-3.333%) * 0.2941

Return On Portfolio = 16.67%

If you have any query related to question then feel free to ask me in a comment.Thanks.


Related Solutions

Your portfolio consists of 125 shares of CSH and 60 shares of​ EJH, which you just...
Your portfolio consists of 125 shares of CSH and 60 shares of​ EJH, which you just bought at $ 18 and $ 28 per​ share, respectively. a. What fraction of your portfolio is invested in​ CSH? In​ EJH? b. If CSH increases to $ 22 and EJH decreases to $ 25​, what is the return on your​ portfolio?
Your portfolio consists of 120 shares of CSH and 45 shares of​ EJH, which you just...
Your portfolio consists of 120 shares of CSH and 45 shares of​ EJH, which you just bought at $21 and $32 per​ share, respectively. a. What fraction of your portfolio is invested in​ CSH? In​ EJH? b. If CSH increases to $25 and EJH decreases to $27​, what is the return on your​ portfolio?
Your portfolio consists of 1,000 shares of stock A and 1,000 shares of stock B. At...
Your portfolio consists of 1,000 shares of stock A and 1,000 shares of stock B. At today's market open their respective prices per share are $7.50 and $21. What are their respective weights in the portfolio at today's market open prices? (rounded to two decimals). They have equal weights 0.40 and 0.60 0.35 and 0.65 0.26 and 0.74. 1 points    QUESTION 32 What is your portfolio's beta if stock A's beta is 1.8 and that of B is 0.4....
Your investment portfolio consists of $10,000 shares of Dell. The expected return on Dell is 11%,...
Your investment portfolio consists of $10,000 shares of Dell. The expected return on Dell is 11%, with a standard deviation (volatility) of 43%. Suppose the risk-free rate is 4%, the expected return on the market is 9% and the volatility of the market is 18%. a) Find a portfolio on the Capital Market Line has the same expected return as Dell. What is the volatility of that portfolio? What mix of the market portfolio and the risk-free asset would give...
An equally weighted portfolio consists of 25 assets which all have a standard deviation of 0.219....
An equally weighted portfolio consists of 25 assets which all have a standard deviation of 0.219. The average covariance between the assets is 0.082. Compute the standard deviation of this portfolio. Please enter your answer as a percentage to three decimal places (i.e. 12.345% rather than 0.12345 -- the percent sign is optional).
The risky portfolio A consists of 1000 shares of BIT PLC and 4000 shares of DIMO...
The risky portfolio A consists of 1000 shares of BIT PLC and 4000 shares of DIMO PLC. Assume that BIT PLC has a share price of $6, an expected return of 18%, and a standard deviation of 22%. DIMO PLC has a share price of $4, an expected return of 14%, and a standard deviation of 20%. The correlation between the two is 0.6, and the risk-free rate of interest is 8%. Required Graph the Capital Allocation Line derived from...
The risky portfolio Q consists of 2,500 shares of Google and 7,500 shares of Yahoo. Assume...
The risky portfolio Q consists of 2,500 shares of Google and 7,500 shares of Yahoo. Assume that Google has a share price of $4, an expected return of 18 per cent, and a standard deviation of 25 per cent. Yahoo has a share price of $2, an expected return of 15 per cent, and a standard deviation of 20 per cent. The correlation between the two is 0.5, and the risk-free rate of interest is 2 per cent. What fraction...
You are a creating a portfolio of investments for a retiring person. The portfolio consists of...
You are a creating a portfolio of investments for a retiring person. The portfolio consists of ten securities. Three of them must be stocks, and seven of them must be bonds. You can choose among ten stocks, and twenty bonds. Answer the following- If you randomly choose ten securities, what is the probability that the portfolio specification will be met, i.e., you would have three stocks and seven bonds in the portfolio? Suppose that you are told that two stocks,...
You invest your money in a portfolio that consists of 70% of Fund X and 30%...
You invest your money in a portfolio that consists of 70% of Fund X and 30% of Fund B. The annual return for X is 10% and the standard deviation is 15%. The annual return for Y is 9% and the standard deviation is 19%. The correlation between X and Y is 0.60. a. Compute the return and standard deviation of your portfolio invested? b. Assuming you hold this portfolio for over 20 years, what is the probability of return...
Find data of a process or generate your own data which consists of at least 25...
Find data of a process or generate your own data which consists of at least 25 observations – sample size should be between 3-6. Apply Statistical Process Control method to check whether the process is in control or not. What are the values for each individual observation and mean and R value for each sample? Draw X chart and R chart. Is the process in control? If not, what can be reasons? Hint: The process should contain continuous variables something...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT