Varying a logarithm’s basea.Find b. Graph y = loga 2 as a

Chapter , Problem 2AAE

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Varying a logarithm’s base

a. Find $\lim \log _{a} 2 \text { as } a \rightarrow 0^{+}, 1^{-} .1^{+}, \text {and } \infty$

b. Graph $y=\log _{a} 2$ as a function of a over the interval $0<a \leq 4$.

Equation Transcription:

$lim\ lo{g}_{a}\ 2\ as\ a\ \rightarrow{}{0}^{+},\ {1}^{-}.\ {1}^{+},\ and\ \infty{}$

$y\ =\ lo{g}_{a}\ 2$

$0<a\leq{}4$

Text Transcription:

lim log_a 2 as a right arrow 0^+, 1^-. 1^+ and infinity

y = log_a 2

0 < a leq 4

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