An angle whose measure is –302° is in standard position. in which quadrant does the terminal side of the angle fall?
quadrant i
quadrant ii
quadrant iii
quadrant iv

Answer :  the terminal side of the angle fall in Quadrant I

An angle whose measure is –302° is in standard position.

In standard position of an angle. one ray always lies on x axis that is the initial side and the other ray is the terminal side.

For positive degree , the angle moves in clockwise direction

For negative degree, the angle moves in anti- clockwise direction

An angle whose measure is –302° is in standard position. Since angle is negative so it moves in anti- clockwise direction.

one full rotation is 360 degrees

360  - 302 = 58

So 58 degrees lies in quadrant I when we move the terminal side in anti clockwise direction.

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step-by-step explanation:

215.92 dollars is the answer