An angle measuring 570 degrees is drawn in standard position. in what quadrant does the terminal side of this angle lie? express your answer as a roman numeral.

A whole revolution is equal to 360°. The quadrants in the Cartesian plane is divided as such,
                           Quadrant I :  0° to 90°
                            Quadrant II: greater than 90° to 180°
                            Quadrant III: greater than 180° to 270°
                            Quadrant IV: greater than 270° to 360°
To answer the question above, we determine the remainder when we divide 570° by 360°.
                                         570° ÷ 360° = 1 remainder 210
Since, the remainder is 210° the terminal side of the angle lies in Quadrant III. 

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