Which measure is of an angle that is coterminal with a 425 angle?
425° - (1,000n)° for any integer n
425° - (840n)° for any integer n
425° + (960n)° for any integer n
425° + (1,440n)°, for any integer n

Solution:

The given angle is 425°

We know that coterminal angles are the angles in standard position, that is the angle with the initial side on the positive x-axis which has a common terminal side .

In order to get a coterminal angle we either add or subtract multiples of 360

In this given case multiple of 360 is 1440,

We got 1440 by multiplying 360 by 4.

So, coterminal of 425 degrees is 425° + (1440n)° for any integer of n

Therefore, 425° + (1440n)° for any integer of n is coterminal of 425 angle.

Which measure is of an angle that is coterminal with a 425 angle?

Summary:

425° + (1440n)° for any integer of n is coterminal with a 425 angle.