Solving Exponential Equation with Logs
The lesson teaches how to solve exponential equations using the one-to-one property of logs. By isolating the variable and taking the logarithm with the same base as the exponential term, the equation can be solved for the variable. The inverse property of logarithms is also used to simplify the equation. Finally, the change of base formula is used to evaluate the logarithm and find the value of the variable.
Solving exponential equations by using one to one property of logs
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- Solve 5 ( 2^x )=35
