In the simplest case, the logarithm of an unknown number equals another number: \log x = y Raise both sides to exponents of 10, and you get 10^ {\log x} = 10^y Since 10 (log x)

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Steps: 1) As much as possible, get the log by itself. 2) Take the log (or natural log) of both sides. 3) Simplify as needed using the log rules. 4) Solve the equation for the variable. Examples: 1.

!ðŸ‘‰ Learn about solving exponential equations. Exponential equations are equations involving exponents. To solve an exponential equation, we express the terms

The logarithm function is non-linear. So when you take the log of both sides of an equation, you must contain the entire side of the equation inside the logarithm argument. So in this case, the