Which of the following statements correctly describes the procedure for obtaining the graph of y = -14 + 5 cos (x - π/4) from the graph of y = cos x?

Graph the following function. Consider two periods.

$y=\(\sin\]\left\)[2\(\left\)(x+\(\frac{\pi}{6}\[\right\))\(\right\]\rbrack\)+\(\frac\)34$

Find the amplitude and period of the given function and sketch its graph for one period. 

y = 11 sin 2x

Graph the function for 0 ≤ x ≤ 2π by performing the addition of the y-coordinates

y = cos x + 3cos 2x

Draw the graph of the function given below on $\(\left\)[-2\(\pi\),2\(\pi\[\right\]\rbrack\)$ . Use the graph to find the amplitude.

$y=-5\(\sin\) x$

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$ ?