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https://math.answers.com/math-and-arithmetic/How_do_you_find_antilog_of_number_if_the_base_is_e

How do you find antilog of number if the base is e? - Answers

By raising e (≈ 2.7182818...) to the number: If m = loge n, then n = em This calculation I would do either with log tables, a scientific calculator, a slide rule, or by working out enough terms of the series using a basic calculator (with a memory) or a pencil and paper: em = 1 + Σ1/r! mr for r=1 to as many terms as needed to get the required accuracy wanted.



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How do you find antilog of number if the base is e? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_find_antilog_of_number_if_the_base_is_e

By raising e (≈ 2.7182818...) to the number: If m = loge n, then n = em This calculation I would do either with log tables, a scientific calculator, a slide rule, or by working out enough terms of the series using a basic calculator (with a memory) or a pencil and paper: em = 1 + Σ1/r! mr for r=1 to as many terms as needed to get the required accuracy wanted.



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https://math.answers.com/math-and-arithmetic/How_do_you_find_antilog_of_number_if_the_base_is_e

How do you find antilog of number if the base is e? - Answers

By raising e (≈ 2.7182818...) to the number: If m = loge n, then n = em This calculation I would do either with log tables, a scientific calculator, a slide rule, or by working out enough terms of the series using a basic calculator (with a memory) or a pencil and paper: em = 1 + Σ1/r! mr for r=1 to as many terms as needed to get the required accuracy wanted.

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      By raising e (≈ 2.7182818...) to the number: If m = loge n, then n = em This calculation I would do either with log tables, a scientific calculator, a slide rule, or by working out enough terms of the series using a basic calculator (with a memory) or a pencil and paper: em = 1 + Σ1/r! mr for r=1 to as many terms as needed to get the required accuracy wanted.

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