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All the numeric operators and functions in Table 22 (55 ) can be used with floats, including the augmented assignment versions The float data type can be called as a function with no arguments it returns 00, with a float argument it returns a copy of the argument, and with any other argument it attempts to convert the given object to a float When used for conversions a string argument can be given, either using simple decimal notation or using exponential notation It is possible that NaN ( not a number ) or in nity may be produced by a calculation involving floats unfortunately the behavior is not consistent across implementations and may differ depending on the system s underlying math library Here is a simple function for comparing floats for equality to the limit of the machine s accuracy:

To the left of the "=" sign in an annotation s element value pair ( 97)

Table 25 The Math Module s Functions and Constants #1

A name is syntactically classi ed as a PackageOrTypeName in these contexts: To the left of the in a quali ed TypeName

cn: Jim Daniels sn: Daniels givenName: Jim employeeNumber: 12345 uid: jdaniels mail: jdaniels@airiuscom telephoneNumber: +1 408 555 5625 roomNumber: 3472

Syntax mathacos(x) mathacosh(x) mathasin(x) mathasinh(x) mathatan(x) mathatan2(y, x) mathatanh(x) mathceil(x) mathcopysign(x,y) mathcos(x) mathcosh(x) mathdegrees(r) mathe mathexp(x) mathfabs(x) mathfactorial(x) mathfloor(x) mathfmod(x, y)

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In a type-import-on-demand declaration ( 752) A name is syntactically classi ed as an AmbiguousName in these contexts: To the left of the in a quali ed ExpressionName To the left of the in a quali ed MethodName To the left of the in a quali ed AmbiguousName In the default value clause of an annotation type element declaration ( 96) To the right of an "=" in an an element value pair ( 97)

cn: Sam Carter sn: Carter givenName: Sam employeeNumber: 12346 uid: scarter mail: scarter@airiuscom telephoneNumber: +1 408 555 4798 roomNumber: 4612

Returns the arc cosine of x in radians Returns the arc hyperbolic cosine of x in radians Returns the arc sine of x in radians Returns the arc hyperbolic sine of x in radians Returns the arc tangent of x in radians Returns the arc tangent of y / x in radians Returns the arc hyperbolic tangent of x in radians Returns x , ie, the smallest integer greater than or equal to x as an int; eg, mathceil(54) == 6 Returns x with y s sign Returns the cosine of x in radians Returns the hyperbolic cosine of x in radians Converts float r from radians to degrees The constant e; approximately 2718 281 828 459 045 1 Returns ex, ie, mathe ** x Returns | x |, ie, the absolute value of x as a float Returns x! Returns x , ie, the largest integer less than or equal to x as an int; eg, mathfloor(54) == 5 Produces the modulus (remainder) of dividing x by y; this produces better results than % for floats Returns a 2-tuple with the mantissa (as a float) and e the exponent (as an int) so, x = m 2 ; see mathldexp() Returns the sum of the values in iterable i as a float Returns x2 + y2 Returns True if float x is inf ( ) Returns True if float x is nan ( not a number ) Returns m 2 ; effectively the inverse of mathfrexp() Returns logb x; b is optional and defaults to mathe Returns log10x Returns loge(1 + x); accurate even when x is close to 0 Returns x s fractional and whole parts as two floats

652 Reclassi cation of Contextually Ambiguous Names An AmbiguousName is then reclassi ed as follows: If the AmbiguousName is a simple name, consisting of a single Identi er: If the Identi er appears within the scope ( 63) of a local variable declaration ( 144) or parameter declaration ( 841, 881, 1420) or eld declaration ( 83) with that name, then the AmbiguousName is reclassi ed as an ExpressionName

mathfrexp(x) mathfsum(i) mathhypot(x, y) mathisinf(x) mathisnan(x) mathldexp(m, e) mathlog(x, b) mathlog10(x) mathlog1p(x) mathmodf(x)

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