How do you graph $y = cos(x- pi/6)$ ?

Question

4105 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2015-09-18T04:45:40

It is graph of y= cos x with a phase shift of $pi/6$

The graph of y= cos x with a horizontal shift to the right by $pi/6$ , called phase shift, would represent the graph of $y= cos(x-pi/6)$

enter image source here

How do you graph y = cos(x- pi/6)y = cos(x- pi/6)?