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Out Of The Money And At The Money

Options-In-The Money, Out-Of-The-Money And At- The-Money
An Option is said to be in-the-money when the underlying exchange rate is superior to the exercise price (in the case of call Option) and inferior to the exercise price (in case of put Option).

Likewise, it is said to be out-of-the-money when the underlying exchange rate is inferior to the exercise price (in case of call Option) and superior to exercise price (in case of put option).

            Similarly, it is at-the-money when the exchange rate is equal to the exercise price.

For example, an American type call Option that enables pur­chase of US dollar at the rate of Rs 42.50 (exercise price) while the spot exchange rate on the market is Rs 43.00 is in-the-money. If the US dollar on the spot market is at the rate of Rs 42.50, then the call Option is at-the-money. Further, if the US dollar in the Spot market is at the rate of Rs 42.00, it is obviously out-of-the-money.

It is evident that an Option-in-the-money will have higher premium than the one out-of-the-money, as it enables to make a profit.

Time Value
Time value or extrinsic value of Options is equal to the differ­ence between the price or premium of Option and its intrinsic value. Equation defines this value.
                                  Time value of Option = Premium - Intrinsic value       
            Suppose a call option enables purchase of a dollar for Rs 42.00 while it is quoted at Rs 42.60 in the market, and the premium paid for the call option is Re 1.00, then,

Intrinsic value of the option = Rs 42.60 - Rs 42.00 = Re 0.60
Time value of the option = Re 1.00 - (42.60 - 42.00) = Re 0.40

Following factors affect the time value of an Option:

o   Period that remains before the maturity date: As the Option approaches the date of expiration, its time value dimin­ishes. This is logical, since the period during which the Option is likely to be used is shorter. On the date of expiration, the Option has no time value and has only intrinsic value (that is, premium equals intrinsic value).

o   Differential of interest rates of currencies for the period corre­sponding to the maturity date of the Option: Higher interest rate of domestic currency means a lower PV (present value) of the exercise price. So higher interest rate of domestic currency has the same effect as lower exercise price. Thus higher domestic interest rate increases the value of a call, making it more attractive and decreases the value of put. On the other hand, higher interest rate on foreign currency makes holding of the foreign cur­rency more attractive since the interest income on for­eign currency deposit increases. This would have the effect of reducing the value of a call and increasing the value of put.

o   Volatility of the exchange rate of underlying (foreign) currency: Greater the volatility greater is the probability of exer­cise of the Option and hence higher will be the pre­mium. Greater volatility increases the probability of the spot rate going above exercise price for call or going below exercise price for put. So price is going to be higher for greater volatility.

o   Type of Option: American Option will be typically more valuable than European Option because American type gives greater flexibility of use whereas the European type is exercised only on maturity.

o   Forward discount or premium: More a currency is likely to decline or greater is forward discount on it, higher will be the value of put Option on it. Likewise, when a cur­rency is likely to harden (greater forward premium), call on it will have higher value.

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