-) Evaluate log381.
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log_3 81 = x
We can write this log expression in exponential form this way: 3^(x) = 81.
So, 3 becomes the base, x becomes the exponent and 81 crosses the equal sign and is isolated.
P.S. If you need to find the answer for x, ask yourself:
what number must 3 be raised to in order to get 81?
The obvious answer is x = 4.
Look: 3 x 3 x 3 x 3 = 81
So, log_3 81 = 4
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