0
Let's assume a base 10, although the following reasoning works for any other base as well (e.g., for natural logarithms, base e) .
x = log10100
is defined as the solution of:
10x = 100
And the solution is 2. On the other hand,
x = log100
is the solution of:
10x = 0
This has no solution, as you can easily verify. If the exponent, x, gets smaller and smaller (tending towards minus infinity), the expression gets closer and closer to zero, but never quite reaches it.
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∙ 12y ago
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If a fraction in the denominator it is undefined IT HAS WHAT its denominate?
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