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You have invested $25,000 in Pfizer stock and $35,000 in Moderna stock. Pfizer stock has an expected return of 18% and volatility equal to 43%. Moderna stock has an expected return of 25% and volatility equal to 68%
Question 1. What are the weightings of these two stocks in your portfolio?
Question 2. Calculate the expected return of your portfolio
Question 3. If the correlation between Pfizer and Moderna is 0.49, what is the volatility of your portfolio
Which company has the strongest net income? Which company has the strongest solvency? Which company is most profitable? Which company would be the most solid financial investment? Why?
Illusion Inc. is expected to pay an annual dividend of $0.50 per share in the coming year, and to trade for $13.55 at the end of the year
a. What is the days sales outstanding? b. What is the average amount of receivables?
The company "gamusino, S.A.", contracted a loan with the National Bank under the following conditions:
A member of your board has asked if you have considered competitive bids for the distribution of your securities compared to a negotiated contract with a particular firm. What factors are involved in this decision?
Alex and Brock are professional financial analysts, and they are good friends. Alex is working at Tarko Inc., and Brock is working for Greengrow Inc.
Albatross Airline's fixed operating costs are $5.8 million, and its variable cost interest rate is 0.20. The company has $2 million in bonds outstanding with a coupon interest rate of 8%.
You want to create a college fund for a child who is now 5 years old. The fund should grow to $40,000 in 13 years. If an investment was made available
1. a degree program costs 50000 in total expenses 30000 in tuition and 20000 in housing and books. the us government
With an interest rate of 4 percent, what amount will James have available for a down payment after the five years?
What is meant by a Taylor rule? What would the Taylor rule call for in the setting of the policy interest rate if inflation were 3 percent.
Use the forecast to find the probability that in a random sample of 88 major bridges in thecity, at least 3 will have an inspection rating of 4 or below in 2020. P(xgreater than or equals≥3)equals=nothing (Round to five decimal places asneeded.)
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