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explicit function

American  
[ik-splis-it fuhngk-shuhn] / ɪkˈsplɪs ɪt ˌfʌŋk ʃən /

noun

Mathematics.
  1. a function having the dependent variable expressed directly in terms of the independent variables, as y = 3 x + 4.


Etymology

Origin of explicit function

First recorded in 1890–95

Example Sentences

Examples are provided to illustrate real-world usage of words in context. Any opinions expressed do not reflect the views of Dictionary.com.

However, it is very difficult to get the solution as an explicit function of t.

From Textbooks • Mar. 30, 2016

If this is the case, we say that y is an explicit function of x.

From Textbooks • Mar. 30, 2016