The difference between the measures of two coterminal angles is always a multiple of 360⁰ when expressed in degrees and is always a multiple of 2π radians when expressed in radians is true.
For finding coterminal angles, we upload or subtract multiples of 360° or 2π from the given attitude in step with whether or not it is in degrees or radians respectively. for instance, a few coterminal angles of 10° maybe 370°, -350°, 730°, -710°, and so forth. In different phrases, the distinction between an attitude and its coterminal angle is always more than one of 360°.
Allow us to discover a coterminal angle of forty-five° with the aid of adding 360° to it. forty five° + 360° = 405°. For that reason, 405° is a coterminal perspective of 45°.
So that you can find a coterminal angle or angles of the given attitude, really add or subtract 360 ranges of the terminal attitude as normally as possible.
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