As a financial advisor, you are assigned a new client who is considering investing in one of two stocks, A or B. The table below shows information about the performance of stocks A and B last year. Return Standard Deviation Stock A 15 % 8.3% Stock B 14% 2.1% As a financial advisor, are there factors other than return and risk that should be considered in making this decision? Based on these factors, what stock would you recommend to the client? What reasons will you convey to your client to justify your decision in recommending this stock? How will this recommendation impact the client?
As a financial advisor, you are assigned a new client who is considering investing in one of two stocks, A or B. The table below shows information about the performance of stocks A and B last year. Return Standard Deviation Stock A 15 % 8.3% Stock B 14% 2.1% As a financial advisor, are there factors other than return and risk that should be considered in making this decision? Based on these factors, what stock would you recommend to the client? What reasons will you convey to your client to justify your decision in recommending this stock? How will this recommendation impact the client?
Financial Management: Theory & Practice
16th Edition
ISBN:9781337909730
Author:Brigham
Publisher:Brigham
Chapter25: Portfolio Theory And Asset Pricing Models
Section: Chapter Questions
Problem 2MC
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My class is called Quantitative analysis, so I believe it falls under Statistics.
My question is:
As a financial advisor, you are assigned a new client who is considering investing in one of two stocks, A or B.
The table below shows information about the performance of stocks A and B last year.
Return | Standard Deviation | |
Stock A | 15 % | 8.3% |
Stock B | 14% | 2.1% |
- As a financial advisor, are there factors other than return and risk that should be considered in making this decision?
- Based on these factors, what stock would you recommend to the client?
- What reasons will you convey to your client to justify your decision in recommending this stock?
- How will this recommendation impact the client?
I just need help with part 4
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