Security Analysis and
Portfolio Management 2025 (May)
Dibrugarh
University BCOM 6th SEM CBCS Pattern
COMMERCE (Discipline Specific
Elective)
(For Honours and Non-Honours)
Paper: DSE 601 (GR-I)
Full Marks: 80 Pass Marks: 32 Time:
3 hours
The figures in the margin
indicate full marks for the questions.
1. (a) State whether the following statements are True or False: (1*4 = 4)
(i) Dow theory advocates that stock behaviour is 10% psychological and
90% logical.
(ii) When two securities are held in the portfolio, it is essential to
study the covariance between two.
(iii) As per the assumptions of APT theory, the investors have different
beliefs and expectations.
(iv) Differential return method of portfolio performance evaluation was
developed by Michael Jensen.
(b) Fill in the blanks with
appropriate word(s): (1*4 = 4)
(i) In the __________ stage of industry life cycle, new innovations and
technological developments take place.
(ii) Markowitz theory is based on __________.
(iii) CAPM focuses attention only on __________ risk.
(iv) Reward to volatility ratio developed by __________.
2. Write short notes on: (4*4
= 16)
(a) Financial derivatives
(b) Effects of combining securities
(c) Multiple factor model
(d) Return per unit of risk
3. (a) What is investment management? What are the factors to be kept in
mind while deciding an investment? (4+10=14)
OR
(b) Critically examine the Elliott wave theory on stock market
prediction. (14)
4. (a) What statistical techniques would you use to calculate risk? Why?
(14)
OR
(b) Explain the following: (7*2 = 14)
(i) Market and non-market risk and return
(ii) Portfolio characteristics line
5. (a) Describe the basic concept of CAPM. How would you evaluate a
security with the help of CAPM theory? (7+7=14)
OR
(b) What are the advantages of CAPM? From the following information,
determine the securities that are over-priced and those that are under-priced
in terms of SML: (6+8=14)
|
Security |
β |
Actual Return |
|
X |
0.50 |
0.13 |
|
Y |
1.13 |
0.26 |
|
Z |
0.35 |
0.12 |
|
Nifty Index |
1.00 |
0.13 |
|
T-bills |
0 |
0.08 |
Note: Return on SML
can be estimated with the help of the formula Ri = Rf + βi(Rm
- Rf)
6. (a) Distinguish between Treynor and Sharpe indices of portfolio
performance. What do you recommend and Why? (7+7=14)
OR
(b) Explain the expert Jensen index of portfolio performance. (14)
👉Also Read: Dibrugarh University SAPM Solved Question Papers
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