How do you solve $ln (x) = 2$ $ln(x)=2$ ?

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Answer 1 · 2015-12-08T14:59:16

$x \in {e^{2}}$ $x in {e^2}$

${log}_{b} a = c \Leftrightarrow b^{c} = a$ $log_b a = c Leftrightarrow b^c = a$

${log}_{e} x = 2 \Leftrightarrow e^{2} = x$ $log_e x = 2 Leftrightarrow e^2 = x$

How do you solve ln(x)=2ln(x)=2?