Answered step by step
Verified Expert Solution
Link Copied!

Question

1 Approved Answer

1. Every investor in the world hates sigma and likes E(R). There are only three risky assets in the world, the stocks GE, IBM and

image text in transcribed
image text in transcribed
1. Every investor in the world hates sigma and likes E(R). There are only three risky assets in the world, the stocks GE, IBM and CSCO. You know Stock GE Price per share $100 $200 $15 Number of shares outstanding Expected return 2000 10 IBM 9000 CSCO 18000 13 The risk-free rate is 4%. Find the "best", ie., the lowest-sigma, portfolio of these 4 assets that has an expected return of 10%. If I invest $ 100 in this portfolio, how much will be invested in GE stock? 2. Given the information below, sort the stocks in the order of the expected return you would need from them if you had to hold them: (a) individually (i.e., the stock would form your entire portfolio). (b) as part of a large, well-diversified portfolio resembling the market. Stoc a (in %) B 20 0.5 10 1 .5 5 2 3. The risk-free rate is 0% and the expected return on the market is 10%. You are given the same stocks as in Q 2. Assuming, as in Q 2(b), that you hold the stock as part of a well-diversified portfolio, which stocks would you buy if the expected return on the stocks were as below: Stock Expected return in % 5 12 C D 15 4. Estimate the beta of IBM using the 24 mnonths of return data I created in class and posted on Blackboard. For the market return, use the return in the file marketre turn txt. The return dated 20090131, for instance, is the return from holding a stock ABCD AB from the beginning of January 2009 to the beginning of February 2009 You will not need to use all the data in this file, just choose the data need. you 5. The beta of asset A is 1.3, and the beta of asset B is -0.2. What is the beta of a portfolio that invests $100 in asset A and goes short $50 of asset B? 1. Every investor in the world hates sigma and likes E(R). There are only three risky assets in the world, the stocks GE, IBM and CSCO. You know Stock GE Price per share $100 $200 $15 Number of shares outstanding Expected return 2000 10 IBM 9000 CSCO 18000 13 The risk-free rate is 4%. Find the "best", ie., the lowest-sigma, portfolio of these 4 assets that has an expected return of 10%. If I invest $ 100 in this portfolio, how much will be invested in GE stock? 2. Given the information below, sort the stocks in the order of the expected return you would need from them if you had to hold them: (a) individually (i.e., the stock would form your entire portfolio). (b) as part of a large, well-diversified portfolio resembling the market. Stoc a (in %) B 20 0.5 10 1 .5 5 2 3. The risk-free rate is 0% and the expected return on the market is 10%. You are given the same stocks as in Q 2. Assuming, as in Q 2(b), that you hold the stock as part of a well-diversified portfolio, which stocks would you buy if the expected return on the stocks were as below: Stock Expected return in % 5 12 C D 15 4. Estimate the beta of IBM using the 24 mnonths of return data I created in class and posted on Blackboard. For the market return, use the return in the file marketre turn txt. The return dated 20090131, for instance, is the return from holding a stock ABCD AB from the beginning of January 2009 to the beginning of February 2009 You will not need to use all the data in this file, just choose the data need. you 5. The beta of asset A is 1.3, and the beta of asset B is -0.2. What is the beta of a portfolio that invests $100 in asset A and goes short $50 of asset B

Step by Step Solution

There are 3 Steps involved in it

Step: 1

blur-text-image

Get Instant Access to Expert-Tailored Solutions

See step-by-step solutions with expert insights and AI powered tools for academic success

Step: 2

blur-text-image_2

Step: 3

blur-text-image_3

Ace Your Homework with AI

Get the answers you need in no time with our AI-driven, step-by-step assistance

Get Started

Recommended Textbook for

Development Finance Innovations For Sustainable Growth

Authors: Nicholas Biekpe, Danny Cassimon, Andrew William Mullineux

1st Edition

331954165X, 978-3319541655

More Books

Students also viewed these Finance questions