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Download GTU MBA 2016 Summer 3rd Sem 2830203 Security Analysis And Portfolio Management Question Paper

Download GTU (Gujarat Technological University) MBA (Master of Business Administration) 2016 Summer 3rd Sem 2830203 Security Analysis And Portfolio Management Previous Question Paper

This post was last modified on 19 February 2020

GTU MBA Last 10 Years 2010-2020 Question Papers || Gujarat Technological University


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Seat No.: Enrolment No.

GUJARAT TECHNOLOGICAL UNIVERSITY

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MBA - SEMESTER 3 - EXAMINATION - SUMMER 2016
Subject Code: 2830203 Date: 09/05/2016
Subject Name: Security Analysis and Portfolio Management
Time: 10.30 AM TO 01.30 PM Total Marks: 70

Instructions:

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  1. Attempt all questions.
  2. Make suitable assumptions wherever necessary.
  3. Figures to the right indicate full marks.

Q1 Answer the following multiple choice questions: 06

  1. Which of the following terms represent an upper price limit for a stock based on the quantity of the willing seller?

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    A. Support B. Trend line
    C. Resistance D. Channel
  2. A main difference between real and nominal return proceeds is that,
    A. A real return adjust for B. Real return use actual cash
    inflation and nominal flows and nominal use expected

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    return do not cash flows
    C. Real return adjust for D Real returns show highest
    commissions and possible return and nominal
    nominal returns do not show lowest possible return
  3. Non-systematic risk is further more identified as

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    A. No diversifiable risk B. Market risk
    C. Random risk D. Company specific risk
  4. Suppose you have 20 stocks and you want to derive efficient frontier, how many co-variances do you have to calculate?
    A. 90 B. 190
    C. 20 D. 400
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  6. Mr X is just retired as a government officer. Which investment would grade upper-most with regard to protection is,
    A. Preferred stock B. Real estate
    C. Common stock D. Government bonds
  7. Consider two stock in portfolio A and B
    E[R) S.D.

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    A 15% 10%
    B 20% 30%
    If the returns of the two stocks perfectly negatively correlated what is the weightage of two stocks that risk of portfolio driven down to zero?
    A. 75% and 25% B. 60% and 40%
    C. 80% and 20% D. 66.67% and 33.33%
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Q.1 (b) Explain the meaning of the following terms: 04

  1. Anchoring
  2. Short sell
  3. Regret aversion

Q1 (c) Write a note of IPO investments. 04

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Q2 (a) Define investments. Discuss the various marketable and non-marketable investment avenues available to investors. 07

(b) What do you mean by efficient market hypothesis? Also explain the forms of market efficiency. 07

OR

(b) A highly volatile stock earns the following returns over six year periods
R1=10%, R2=30%, R3=15%, R4=-0.12, R5=35%, R6=12%

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Calculate and interpret the following values:
1. Arithmetic mean
2. Cumulative wealth index
3. Standard deviation

Q3 (a) What are the basic assumption and inputs required for CAPM? Explain CML and SML. Also establish intra-relation between them. 07

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(b) The earning of a company has been growing at 15% over the past several years and is expected to increase at this rate for next seven years and thereafter at 9% in perpetuity it is currently earning Rs 4 per share and paying Rs 2 per dividend. What shall be present value of share with discount rate of 12% for the first seven years and 10% thereafter? 07

OR

Q3 (a) Select an industry of your choice and do the industry analysis in the current economic scenario. 07

(b) The following table gives analyst expected return on two stocks for particular market: 07

Market return Aggressive stock Defensive stock
8% 3% 10%
25% 40% 20%
  1. What are the betas of the stocks?
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  3. What is the expected return on each stock if market return is equally likely to be 8% and 25%?
  4. If the risk free rate is 9% and market return is equally likely to be 8% or 25%, what is SML?
  5. What is the alpha of two stocks?

Q4 (a) Write a note on the following: 07

  1. Technical analysis
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  3. Dow theory and components

(b) The rates of return on stock X and market portfolio for last 12 months are given below: 07

Month 1 2 3 4 5 6 7 8 9 10 11 12
Return on stock (%) 13 17 24 15 14 18 16 6 10 13 14 20
Return on market (%) 14 13 12 7 9 15 18 7 3 16 8 10
  1. Calculate and interpret the beta stock — X.
  2. What is characteristic line for stock — X?

OR

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Q4 (a) Write a note on the following: 07

  1. Single index model
  2. Arbitrage pricing theory

(b) Calculate the systematic and unsystematic risks for the given securities from the following data. 07

Average Return (%) Standard deviation Beta
Tata power 33.90 126.34 0.36
Mahindra & Mahindra 25.09 106.70 0.74
Market index (Nifty) 28.63 39.52 1

Correlation coefficient 0.90

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Q.5 Mr. X has recently completed MBA Finance from GTU as major in finance and he has been hired as a financial planner by a leading financial corporation. His boss has assigned him the task of investing Rs 10,00,000 for a client who has been asked to consider only the following investment alternatives, Stock A and Stock B. The research wing of the company has developed the probability distribution: for the state of the economy and estimated value of rate of return under each state of economy. The following information is available for your research purpose: 14

State of Economy Probability Stock A Stock B
1 0.20 5 20
2 0.30 15 14
3 0.40 18 35
4 0.10 02 10
  1. What are expected returns and standard deviations of returns for stock A and B? What is your recommendation of client in terms of variability for the two stocks? Which stock is more consistent? Justify your answers.
  2. If the client decides to invest 40% in stock A and remaining in stock B, what is the expected return and risk of the portfolio of the two stocks?

OR

Q.5 Consider the following information for three mutual funds, X, Y and Z and the market.

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Mean return S.D. Beta
X 15% 20% 0.90
Y 17% 24% 1.10
Z 19% 27% 1.20
Market index 16 20 1.00

The mean risk free rate was 10%.

  1. Calculate the Treynor measure, Sharpe measure and Jensen measure for the three mutual funds and the market index.
  2. Explain the real life application of the Treynor measure, Sharpe measure and Jensen measure with reference to the above question.

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