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abs( )
acos( )
asin( )
atan( )
atan2( )
ceil( )
cos( )
Double( )
E( )
exp( )
floor( )
int( )
Integer( )
isInfinite( )
isNaN( )
log( )
Long( )
max( )
min( )
PI( )
pow( )
remainder( )
rnd( )
round( )
sin( )
sqrt( )
tan( )
toBinaryString( )
toHexString( )
toOctalString( )

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Return

 

Operates on numeric values.

Method Description
abs( ) Returns the absolute value of a number.
acos( ) Returns the arc cosine of an angle.
asin( ) Returns the arc sine of an angle.
atan( ) Returns the arc tangent of an angle.
atan2( ) Returns the polar coordinates of a rectangular coordinates.
ceil( ) Returns a number rounded to the smallest whole number greater than or equal to it.
cos( ) Returns the cosine of an angle.
Double( ) Returns a new double set to specified value.
E( ) Returns E, the base of the natural logarithms.
exp( ) Returns the exponential number e raised to a specified power.
floor( ) Returns a number rounded to the largest whole number less than or equal to it.
int( ) Returns the whole number of a given number.
Integer( ) Returns a new integer set to specified value.
isInfinite( ) Returns whether the specified value is a number infinitely large in magnitude.
isNaN( ) Returns whether the specified value is Not-a-Number (NAN).
log( ) Returns the natural logarithm of a value.
Long( ) Returns a new long set to specified value.
max( ) Returns the greater value of two values.
min( ) Returns the lesser value of two values.
PI( ) Returns PI, the ratio of the circumference of a circle to its diameter.
pow( ) Returns a number raised to the specified power.
remainder( ) Returns the remainder of two numbers.
rnd( ) Returns a random number.
round( ) Returns a real number to its nearest whole number.
sin( ) Returns the sine of an angle.
sqrt( ) Returns the square root of a number.
tan( ) Returns the tangent of an angle.
toBinaryString( ) Returns the binary string representation of a number.
toHexString( ) Returns the hexadecimal string representation of a number.
toOctalString( ) Returns the octal string representation of a number.

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Last Modified: Mon Sep 05 14:25:25 EDT 2005