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Question

Question: \(\log_{a}x\) is defined for \((a > 0)\)....

logax\log_{a}x is defined for (a>0)(a > 0).

A

All real x

B

All negative real x1x \neq 1

C

All positive real x0x \neq 0

D

aea \geq e

Answer

All positive real x0x \neq 0

Explanation

Solution

e4e^{4}is defined for all positive real e21e2\frac{e^{2} - 1}{e^{2}}.