EXP: Difference between revisions

From QB64 Phoenix Edition Wiki
Jump to navigation Jump to search
(Created page with "The EXP math function calculates the exponential function ('''e''' raised to the power of a {{Parameter|numericExpression}}). {{PageSyntax}} : {{Parameter|result}} = EXP({{Parameter|numericExpression}}) {{PageDescription}} * '''e''' is defined as the base of natural logarithms or as the limit of (1 + 1 / n) ^ n, as n goes to infinity. * The {{Parameter|numericExpression}} must be less than or equal to '''88.02969''' or an "overflow" error will...")
 
No edit summary
Line 18: Line 18:
*[[LOG]]  
*[[LOG]]  
*[[Mathematical Operations]]
*[[Mathematical Operations]]
*[http://qb64.net/wiki/index.php?title=Mathematical_Operations#Derived_Mathematical_Functions Derived Trigonometric Functions]
*[[Mathematical Operations#Derived Mathematical Functions|Derived Trigonometric Functions]]




{{PageNavigation}}
{{PageNavigation}}

Revision as of 18:18, 20 April 2022

The EXP math function calculates the exponential function (e raised to the power of a numericExpression).


Syntax

result = EXP(numericExpression)


Description

  • e is defined as the base of natural logarithms or as the limit of (1 + 1 / n) ^ n, as n goes to infinity.
  • The numericExpression must be less than or equal to 88.02969 or an "overflow" error will occur.
  • Value returned is e to the exponent parameter (e = 2.718282 approximately).
  • Values returned are SINGLE by default but will return DOUBLE precision if the result is a variable of type DOUBLE.
  • Positive exponent values indicate the number of times to multiply e by itself.
  • Negative exponent values indicate the number of times to divide by e. Example: e-3 = 1 / e3 = 1 / (e * e * e)


See also



Navigation:
Main Page with Articles and Tutorials
Keyword Reference - Alphabetical
Keyword Reference - By usage
Report a broken link