How does ln 8 equal 2079?

Question:

How does ln 8 equal 2079?

Answer and Explanation:

The mathematical rule for logarithms defines logarithm as: a^x = b or log(base a) of x = b

a - base of a logarithm

x- exponent

b - any number.

Natural logarithms are the logarithms with base equal to the constant e (= 2.71)

ln 8 = log(base e) of 8 = 2.079 because e^2.079 = 8


Learn more about this topic:

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Natural Log: Rules & Properties

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Chapter 2 / Lesson 15
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Learn the various rules and properties of natural logs. Solved examples are provided to understand how the rules and properties are used to solve problems.


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