£123,698 $113,659 $118,227 $120,000 £121,156
Homework Answers
Selling rate of forward contract = $1.16/Euro
Buying rate today = $1.13/Euro
Hence, Profit expected After 9 months = (1.16-1.13)*4,000,000 = $120,000
Hence, value of forward contract = 120,000/(1+0.02*9/12)
= $118,226.60
i.e. $118,227
Add Answer to:
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HOME ASSIGNMENT PROBLEM №1 What is a forward price of an index JKL given the following...
HOME ASSIGNMENT
PROBLEM №1
What is a forward price of an index JKL given the following
information?
Date of pricing: November 15, 2019
Time till expiration: four months / Contract expires on March
15, 2020
Current value of an index: 2 803
Continuously compounded interest rate: 4.5 %
Continuously compounded dividend yield: 2.3%
PROBLEM №2
What is the value of the forward contract (specified in
problem №1) on January 15, 2020 if:
Forward price of contract with the same underlying...
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BF2207 Question 2 Suppose that, six months ago, you sold a call option on 1,000,000 euros (EUR) with an expiration date of six months and an exercise price of 1.1780 United States dollars (USD). You received a premium on the call option of 0.045 USD per unit. Assume the following: • Money market interest rates for EUR are constant through time and equal 5% for all maturities. • Money market interest rates for USD are constant through time and equal...
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HOME ASSIGNMENT
PROBLEM №1
What is a forward price of an index JKL given the following
information?
Date of pricing: November 15, 2019
Time till expiration: four months / Contract expires on March
15, 2020
Current value of an index: 2 803
Continuously compounded interest rate: 4.5 %
Continuously compounded dividend yield: 2.3%
PROBLEM №2
What is the value of the forward contract (specified in
problem №1) on January 15, 2020 if:
Forward price of contract with the same underlying...
Problem1 A stock is currently trading at S $40, during next 6 months stock price will increase to $44 or decrease to $32-6-month risk-free rate is rf-2%. a. [4pts) What positions in stock and T-bills will you put to replicate the pay off of a European call option with K = $38 and maturing in 6 months. b. 1pt What is the value of this European call option? Problem 2 Suppose that stock price will increase 5% and decrease 5%...
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