Category:Power Function on Base Greater than One is Strictly Increasing
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This category contains pages concerning Power Function on Base Greater than One is Strictly Increasing:
Let $a \in \R$ be a real number such that $a > 1$.
Let $f: \R \to \R$ be the real function defined as:
- $\map f x = a^x$
where $a^x$ denotes $a$ to the power of $x$.
Then $f$ is strictly increasing.
Pages in category "Power Function on Base Greater than One is Strictly Increasing"
The following 7 pages are in this category, out of 7 total.
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- Power Function on Base Greater than One is Strictly Increasing
- Power Function on Base Greater than One is Strictly Increasing/Integer
- Power Function on Base Greater than One is Strictly Increasing/Natural Number
- Power Function on Base Greater than One is Strictly Increasing/Positive Integer
- Power Function on Base Greater than One is Strictly Increasing/Rational Number
- Power Function on Base Greater than One is Strictly Increasing/Real Number