It calculates the least common multiple of the given numbers.

It calculates the greatest common divisor of the given numbers. It returns the absolute value (or magnitude) of a number. In case of a real number, it returns the number itself. It calculates the complex conjugate of a number. It one parameter is given, then it calculates its natural logarithm, otherwise the second parameter is used as base. It calculates the square root of a number. The following table describes some commonly used numeric functions − Sr.No.Įxponentiation function, takes base and power both. When you execute the code, it returns the following result − The real and imaginary parts could be both either rational or floating point numbers.Ĭreate a new source code file named main.lisp and type the following code in it. It represents complex numbers, which are denoted by #c. There are four float data types with increasing precision. The / function always produce the result in ratios, when its arguments are integers. Represents the ratio of two numbers in the numerator/denominator form.

These are very large numbers with size limited by the amount of memory allocated for LISP, they are not fixnum numbers. This data type represents integers which are not too large and mostly in the range -215 to 215-1 (it is machine-dependent) The following table describes various number type data available in LISP − Sr.No. The following diagram shows the number hierarchy and various numeric data types available in LISP − Various Numeric Types in LISP The number data type includes various kinds of numbers supported by LISP. Common Lisp defines several kinds of numbers.

Autocad lisp ade_od functions