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graph each equation for the interval -360 is less than or equal to x and 360 is greater than or equal to x: y=1/2cos(2x+60)

1 Answer

3 votes

Answer:

See graph

Explanation:

We want to graph
y=(1)/(2)\cos(2x+60\degree) on the interval
-360\degree \le x \le 360\degree

We need to plot some few points


(-30\degree,(1)/(2))


(-15\degree,(√(3))/(4))


(0\degree,(1)/(4))


(15\degree,0)


(30\degree,-(1)/(4))


(45\degree,-(√(3))/(4))


(60\degree,-(1)/(2))


(75\degree,-(√(3))/(4))


(90\degree,-(1)/(4))


(105\degree,0)


(120\degree,(1)/(4))


(135\degree,(√(3))/(4))


(150\degree,(1)/(2))

This will give us one cycle.

We then use the pattern to complete the graph on the interval


-360\degree \le x \le 360\degree

graph each equation for the interval -360 is less than or equal to x and 360 is greater-example-1
User Akaru
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