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The  correct  answer  is D


The risk-neutral probability, p, can be calculated as [e(rT)-d] / [u-d].  In this case, r = 0.0225, u = 1.1, d = 0.9, which makes p equal to [e[0.0225*(6/12)] - 0.9] / [1.1 - 0.9] = .5566

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3、Calculate the value of a one-year put option today for a stock that currently trades at $40 and can either move to $44 or $36 at the end of a year. The continuously compounded risk-free rate is 3 percent and the put strike price is $40. The put option’s value is closest to:

A) $1.35.
 
B) $2.70.
 
C) $2.02.
 
D) $2.36.

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