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NO.1 What is the value of a zero-coupon bond that pays $1,000 in five years if the market rate for
this
security is 7%?
A. $ 708.92
B. $ 735.43
C. $ 712.99
Answer: A
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Explanation: The present value of a payment received n years hence is given by:
n
PV = FV / (1 + R)
where: PV = present value, FV = future value, R = discount rate per period, n = # of periods
Therefore, the value of this bond is:
5 x 2
PV = $ 1,000 / [1 + (0.07/2)] = $708.92.
Note that the semi-annual compounding should be assumed if not specified.
NO.2 The British pound sterling has a bid price of $1.4419 and an ask price of $1.4428. What is the
bid-ask spread?
A. 0.062%
B. 0.09%
C. 0.62%
Answer: A
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Explanation: The bid-ask spread is computed as follows: Percent spread = (Ask price - Bid price)/Ask
price X 100, or 1.4428 - .4419/1.4428 X 100 = 0.062%.
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Last Update: 2017-03-21
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