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Scientific notation is a common number notation used to express large and small numbers in the form \(x \cdot 10^y\), where \(1 \leq |x| < 10\) and \(y \in \mathbb Z\).[1] In general, the formulas for finding \(x\) and \(y\) are

\(x = \frac{N}{10^{\left\lfloor log_{10} |N|\right\rfloor}}\)

and

\(y = \left\lfloor log_{10} |N|\right\rfloor\).

Growth Rate

~ \(f_2 (n)\)

Sources

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