Which measure is of an angle that is coterminal with a 95° angle? 95° - (1,450n) °, for any integer n 95° - (1,080n) °, for any integer n 95° - (780n) °, for any integer n 95° - (340n) °, for any integer n

95° - (1,080 n) °, for any integer n

Step-by-step explanation:

Co-terminal angle are those angles who share the same initial side and terminal sides,

And, these angles are obtained by adding or subtracting the multiple of 360°,

That is, if Ф is an angle,

Then its co-terminal angles are,

Ф + 360 n

Where, n is any integer (negative or positive)

Here, Ф = 95°,

Since, n is an integer,

⇒ - 3n is an integer,

Thus, the co-terminal angles of 95° are,

95° + 360° (-3n)

= 95° - (1080 n) °; for any integer n.

You probably already finished the review but the answer is B. 95° - (1,080n) °, for any integer n