Exponential-function definition

(mathematics) Any function in which an independent variable is in the form of an exponent; they are the inverse functions of logarithms.
noun
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Other Word Forms

Noun

Singular:
exponential-function
Plural:
exponential-functions

Exponential-function Sentence Examples

  • The exponential function possesses the properties (i.) exp (x+y) =exp x X exp y.

  • It is customary, therefore, to denote the exponential function by e x, and the result ex = I +x+x2/2 !

  • An alternative method of developing the theory of the exponential function is to start from the definition exp x = I +x+x2/2 !

  • Argand had been led to deny that such an expression as i 2 could be expressed in the form A+Bi, - although, as is well known, Euler showed that one of its values is a real quantity, the exponential function of --7112.

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