Unit Circle 1. Use green to connect the points on the unit circle whose angles have 3 in the denominator. 2. Use blue to connect the points on the unit circle whose angles have 4 in the denominator. 3. Use red to connect the points on the unit circle whose angles have 6 in the denominator. Notice that patterns that form! Memorize Quadrant I. From there, you should be able to reconstruct the other three quadrants. (4) (-12, 12) (1) 5 6 (-1,0) 56 3π 514 (-3,-3) 6 (-4,4) 135° 150° -T-180°- 271 3 210° 225° 120° 5T 4 4π (2,4) ကြ 240° y -Orie(0,1) TT 2 90° 270° 3πT 2 (0-1)] TT 60° (1,4) اس 45° TT 4 30° 315° 57 3 330° (1/2,1/12) -00-0- 300° 7π 4 Flo 6 (1/3, 1/1) X -117 6 (4) (1) (1,0) colgneht lebber (12,-12)
Unit Circle 1. Use green to connect the points on the unit circle whose angles have 3 in the denominator. 2. Use blue to connect the points on the unit circle whose angles have 4 in the denominator. 3. Use red to connect the points on the unit circle whose angles have 6 in the denominator. Notice that patterns that form! Memorize Quadrant I. From there, you should be able to reconstruct the other three quadrants. (4) (-12, 12) (1) 5 6 (-1,0) 56 3π 514 (-3,-3) 6 (-4,4) 135° 150° -T-180°- 271 3 210° 225° 120° 5T 4 4π (2,4) ကြ 240° y -Orie(0,1) TT 2 90° 270° 3πT 2 (0-1)] TT 60° (1,4) اس 45° TT 4 30° 315° 57 3 330° (1/2,1/12) -00-0- 300° 7π 4 Flo 6 (1/3, 1/1) X -117 6 (4) (1) (1,0) colgneht lebber (12,-12)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 2E
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