Exponential equations with different bases
3 x − 5 = 81 {\displaystyle 3^ {x-5}=81} . You need to change 81 to an exponent with a base of 3, so that it matches the other exponential
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3 x − 5 = 81 {\displaystyle 3^ {x-5}=81} . You need to change 81 to an exponent with a base of 3, so that it matches the other exponential
This algebra math video tutorial focuses on solving exponential equations with different bases using logarithms. This video contains plenty of examples and
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Examples, solutions, videos, worksheets, and activities to help PreCalculus students learn how to solve exponential equations with different bases. Simple Exponential Equations Steps to
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One common type of exponential equations are those with base e. This constant occurs again and again in nature, mathematics, science, engineering, and finance. When we have an equation with a base e on either side, we can use the natural
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