Given that x is greater than y, we have that the rotation of the terminal side of both x and y are in the same direction.
The statement that is true regarding the value of x and y is the option;
Reasons:
Coterminal angles are angles that have the same initial side and the same terminal side.
The given options are;
x = y - 180°·n, for any positive integer n
x = y - 360°·n, for any integer n
x = y + 360°·n, for any positive integer n
x = y + 180°·n, for any integer n
Given that we have;
Angle x is coterminal with angle y
x > y
Therefore;
When x + y = 360, we get;
x = 360° - y, where x is negative (x < y)
For x > y, we have;
x = y + 360°
The general solution is therefore; x = y + 360°·n
Where n is a positive integer
Therefore;
The statement that is true regarding the values of x and y is the option;
x = y + 360°·n for any positive integer n.
Learn more about types of angles here:
https://brainly.com/question/12591450
Answer:
x = y + 360 n, for any positive integer n
Step-by-step explanation:
Did on edge :)
