an angle whose measure is 92° is in standard position. in which quadrant does the terminal side of the angle…

an angle whose measure is 92° is in standard position. in which quadrant does the terminal side of the angle fall?\nquadrant i\nquadrant ii\nquadrant iii\nquadrant iv

an angle whose measure is 92° is in standard position. in which quadrant does the terminal side of the angle fall?\nquadrant i\nquadrant ii\nquadrant iii\nquadrant iv

Answer

Explanation:

Step1: Recall the range of angles in each quadrant

  • Quadrant I: (0^{\circ}<\theta < 90^{\circ})
  • Quadrant II: (90^{\circ}<\theta < 180^{\circ})
  • Quadrant III: (180^{\circ}<\theta < 270^{\circ})
  • Quadrant IV: (270^{\circ}<\theta < 360^{\circ})

Step2: Check the given angle against the ranges

Given (\theta = 92^{\circ}). Since (90^{\circ}<92^{\circ}<180^{\circ})

Answer:

Quadrant II