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Download JNTUA MBA 2019 June 4th Sem 14E00403 Financial Derivatives Question Paper

Download JNTUA (JNTU Anantapur) MBA (Master of Business Administration) 2019 June Supplementary 4th Sem 14E00403 Financial Derivatives Previous Question Paper

This post was last modified on 27 July 2020

JNTU Anantapur MBA 4th Sem last 10 year question papers 2010-2020 -All regulation- 2nd Year 2nd Sem


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Code: 14E00403

Time: 3 hours

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MBA IV Semester Supplementary Examinations May 2019

FINANCIAL DERIVATIVES

(For students admitted in 2014 (LC), 2015 & 2016 only)

All questions carry equal marks

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SECTION -A

(Answer the following: 05 X 10 = 50 Marks)

Max. Marks: 60

1. What do you mean by derivatives? Discuss types and role of derivatives.

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OR

2. Discuss the nature of Financial and Derivative markets also explain uses and misuses of derivatives.

3. Explain the features of a future contract and also discuss under what circumstances does a minimum variance hedge portfolio lead to no hedging at all.

OR

4. "If there is no basis risk, the optional hedge ratio is always 1.0". Is this statement is true? Explain your answer.

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5. What is meant by a protective put? What position in call option is equivalent to a protective put?

OR

6. A call option with a strike price of Rs. 500 costs Rs. 20. A put option with a strike price of Rs. 450 costs Rs. 30. Explain how a strangle can be created from these two options. What is the pattern of profits from the strangle?

7. Distinguish between the following:

(i) Put option and Call option.

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(ii) American option and European option.

(iii) Standard option and Exotic option.

OR

8. What is the lower bound for the price of a three-month European call option on a dividend-paying stock when the stock price is Rs. 710, the strike price is Rs. 650, the expected dividend in two months is Rs. 5 and the risk-free interest rate is 10% per annum?

9. What are different types of SWAPs? Explain in detail.

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OR

10. Briefly explain the nature, growth and features of SWAPs.

SECTION -B

(Compulsory Question, 01 X 10 = 10 Marks)

11. Case study:

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On the basis of following information find the value of a European call option.

So = Rs. 92

K = Rs. 95

T = 50 days or 50/365 = 0.137 days of a year

r = 7.12%

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s = 35%

Assume that the stock does not pay dividends.

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