Evaluate : ` int (e^("log x "))/(x) " dx "`

Explanation

To evaluate the integral \(\int \frac{e^{\log x}}{x} \, dx\), we can follow these steps:

### Step 1: Simplify the expression \(e^{\log x}\)
Using the property of exponents and logarithms, we know that:
\[ e^{\log x} = x \]
This means we can substitute \(e^{\log x}\) with \(x\) in our integral.
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