Draw the graphs of the logaritmic functhmic functions.
(i) ` log_(a)x , " when a gt 1` (ii) ` log_(a)x, " when " 0 lt a lt 1 `

Explanation

To draw the graphs of the logarithmic functions \( \log_a x \) for two cases: (i) when \( a > 1 \) and (ii) when \( 0 < a < 1 \), we will follow these steps:

### Step 1: Understand the properties of logarithmic functions
The logarithmic function \( \log_a x \) can be expressed using the change of base formula:
\[ \log_a x = \frac{\log x}{\log a} \]
where \( \log \) is the logarithm to any base (commonly base 10 or base \( e \)).
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