Question

QuestionEnter the equation of the function cos(x) that has a vertical shift of 4 units up, and a phase shift of units right,Provide your answer below:

Answer 1

`\begin{gathered} f(x)=\cos (x-h)+v \\ \\ -h\colon\text{ shifts to the right by h units} \\ +h\colon\text{ shifts to the left by h units} \\ +v\colon\text{shifts up v units} \\ -v\colon shifts\text{ down v units} \end{gathered}`

cos (x): Vertical shift 4 units up, phase shift of π/6 units right:

`f(x)=\cos (x-(\pi)/(6))+4`