Properties of logarithms: Revision history

11 April 2022

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7 April 2022

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8 February 2022

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6 February 2022

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5 February 2022

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• curprev 03:4503:45, 5 February 2022‎ Wikiadmin talk contribs‎ 1,097 bytes +1,097‎ Created page with "We define <math>b^n = a</math> as number <math>b</math> to the power <math>n</math> is equal to <math>a</math>. With zero to the power zero being undefined. The logarithm is defined as <math>\log_{b}a = n</math>. That is, the number <math>a</math>, with a base <math>b</math>, such that <math>b^n = a</math>. With exponentiation we want to find the result of the operation. With logarithm we want to find the exponent itself by knowing the base and the result of the exponent..."