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This lesson discusses evaluating logs using the change of base formula. The formula is log base a of b equals log of b divided by log of a. The base can be changed to any new base, such as c. This formula works as long as the two bases are the same. For example, log base 2 of 16 can be calculated as log 16 divided by log 2. This formula automatically converts the base to 10 when entered into a calculator. Regardless of the new base, the equation will still yield the correct answer, which in this case is 4. Try this method for accurate log evaluations.