Playing with log

Algebra Level 4

If \({a^{\log_a x}=x^{2}}\) where \(a\) is any positive real number.

Then, evaluate \({ e^{x}} \)

\[\ln (1-x)^{2}\] 0 Indeterminate e 1 \[\frac{1} {e} \] 1 & e \[\ln x\]

Excel in math and science