Which of the following statements correctly describes the procedure for obtaining the graph of $y=\(\cos\[\left\)(x-\(\frac{\pi}{12}\]\right\))$from the graph of $y=\(\cos\) x$ ?

Translate the graph of $y=\(\cos\) x$ by $\(\frac{\pi}{12}\)$ unit to the right.

Translate the graph of $y=\(\cos\) x$ by $\(\frac{\pi}{12}\)$ unit to the left.

Stretch the graph of $y=\(\cos\) x$ vertically by a factor of $12$.

Reflect the graph of $y=\(\cos\) x$ across the x-axis and translate it by $\(\frac{\pi}{12}\)$ unit upward.