Revision as of 15:54, 4 January 2018

CALLOPTION (UnderlyingPrice,ExercisePrice,Time,Interest,Volatility,Dividend)

where

CALLOPTION() shows the value of the Call option.

$UnderlyingPrice$ is the spot price of the underlying asset of a derivative.
$Exerciseprice$ is the price at which an underlying security can be purchased or sold.
$Time$ is the period for the Call.
$Interest$ is the rate of interest.
A call option is an agreement that gives an investor the right, but not the obligation, to buy a stock, bond, commodity or other instrument at a specified price within a specific time period.
Call Option helps to remember that a call option gives the right to call in, or buy, an asset.The profit is on a call when the underlying asset increases in price.
Call options are typically used by investors for three primary purposes.
These are tax management, income generation and speculation.

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-<div style="font-size:30px">'''CALLOPTION (UnderlyingPrice,ExercisePrice,Time,Interest,Volatility,Dividend)'''</div><br/>
+=CALLOPTION (UnderlyingPrice,ExercisePrice,Time,Interest,Volatility,Dividend)=
+where
 *<math>UnderlyingPrice</math> and <math>ExercisePrice</math> are any two price values.
 *<math>Time</math> is the period value.
 *<math>Interest</math> is the rate of Interest.
+CALLOPTION() shows the value of the Call option.
 ==Description==
-*This function shows the value of the Call option.
-*In <math>CALLOPTION (UnderlyingPrice,ExercisePrice,Time,Interest,Volatility,Dividend)</math>,<math>UnderlyingPrice</math> is the spot price of the underlying asset of a derivative.
+CALLOPTION (UnderlyingPrice,ExercisePrice,Time,Interest,Volatility,Dividend)
+*<math>UnderlyingPrice</math> is the spot price of the underlying asset of a derivative.
 *<math>Exerciseprice</math> is the price at which an underlying security can be purchased or sold.
 *<math>Time</math> is the period for the Call.