Category:Examples of Elementary Functions
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This category contains examples of Elementary Function.
An elementary function is one of the following:
- The constant function: $\map {f_c} x = c$ where $c \in \R$
- Powers of $x$: $\map f x = x^y$, where $y \in \R$
- Exponentials: $\map f x = e^x$
- Natural logarithms: $\map f x = \ln x$
- Trigonometric functions: $\map f x = \sin x$, $\map f x = \cos x$
- Inverse trigonometric functions: $\map f x = \arcsin x$, $\map f x = \arccos x$
- All functions that are compositions of the above, for example $\map f x = \ln \sin x$, $\map f x = e^{\cos x}$
- All functions obtained by adding, subtracting, multiplying and dividing any of the above types any finite number of times.
Pages in category "Examples of Elementary Functions"
This category contains only the following page.