Price a 1 year forward, with continuous compounding risk free rate of 5%, spot price of $1 and a dividend of $0.10 after 6 months. The price is _______.
0.93 |
||
1.75 |
||
0.95 |
||
1.05 |
PV= FV e^rt | ||||
Where, | ||||
FV= Future value | ||||
PV = Present Value | ||||
t = length of time | ||||
r= nominal annual interest rate | ||||
=0.1 / 2.7183^(0.05*0.5) | ||||
=0.097 | ||||
P(t)= P0 e^rt | ||||
Where, | ||||
P(t) = value at time | ||||
P0= Spot price - Pv of dividend = $1-0.097 =0.903 | ||||
t = length of time | ||||
r= nominal annual interest rate | ||||
=0.903 * 2.7183^(0.05*1) | ||||
=0.95 | ||||
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