Answer:
126° + (720n)°, for any integer n
Explanation:
Coterminal Angles of an angle are the angles who share the same initial side and terminal sides.
Also, we can find the coterminal angle of an angle by adding or subtracting 360°. ( When angle is given in degree ),
For example, if Ф is an angle,
Then, its coterminal angles are,
Ф + 360 n, for an integer n,
Here, Ф = 126°,
Hence, its coterminal angles are,
126° + ( 360 n)°,
Since, n is an integer,
⇒ 2n is an integer,
So, the co-terminal angle of 126° can be written,
126° + ( 360×2n )°= 126° + ( 720n)°, for any integer n.