Usual functions
The usual functions are at the same time simplest and most important of the functions used in Mathématiques. The majority are generally more or less known in the secondary, and are all definite on R or a subset of R . One generally finds the rational functions polynomials, roots and, goniometrical functions (sine, cosine, tangent), the exponential functions and logarithms, the reciprocal goniometrical functions (arcsinus, arccosinus, arctangente), as well as the functions absolute value, whole part, fractional part.
Functions polynomials and roots
See also: Function polynomial
-
constant Fonction
- linear Fonction
- Fonction refines
- Fonction square
- Fonction of the second degree
- Fonction cubes
- Fonction reverses
- Fonction square root
- cubic Fonction root
Goniometrical functions
See also: goniometrical Function
-
Function sine
- Function cosine
- tangent Function
- Function cotangent
Exponential functions and logarithms
- Fonction Napierian logarithm
- Fonction decimal logarithm
- Fonction basic logarithm has
- exponential Fonction
- basic exponential Fonction has
- Fonction basic power has
- hyperbolic Fonctions
- hyperbolic Fonction cosine
- hyperbolic secant Fonction
- hyperbolic Fonction sine
- hyperbolic Fonction cosécante
- hyperbolic tangent Fonction
- hyperbolic Fonction cotangent
- Fonction hyperbolic argument cosine
- Fonction hyperbolic argument sine
- Fonction hyperbolic argument tangent
- Function hyperbolic argument cotangent
Function absolute value
See also: Function absolute value
Reciprocal goniometrical functions
-
Function arc cosine
- Function arc sine
- Function arctangente
Functions left whole and fractional
-
whole Function left
Other functions
-
indicating Function of Euler
- Function characteristic of a unit
See too
- Mathematical
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