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II. Using Radian Measures A. Calculate the arc length and the radian measure of each angle in a circle with the given dimensions. 1.8=30°; radius = 3 units 2.9=270%, radius - 2 units 3.8= 45°, radius = 5 units 4. 9= 100%, radius = 6 units 5.8=135%; radius = 4 units 6.9 180°, diameter 10 units 7. 0-90°, diameter = 12 units 9. 0= 60% diameter = 8 units 8. 0= 15%; diameter = 15 units 10.0=300%; diameter = 3 units

II. Using Radian Measures A. Calculate the arc length and the radian measure of each angle in a circle with the given dimensions. 1.8=30°; radius = 3 units 2.9=270%, radius - 2 units 3.8= 45°, radius = 5 units 4. 9= 100%, radius = 6 units 5.8=135%; radius = 4 units 6.9 180°, diameter 10 units 7. 0-90°, diameter = 12 units 9. 0= 60% diameter = 8 units 8. 0= 15%; diameter = 15 units 10.0=300%; diameter = 3 units

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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(-12, 12) (-√3/3,1/-) (-1,0) 56 (-44) 3rt A 2π radians 120° radians 150° I radians - 180° 210° radians 5m 54 radians 135° 225° 240° radians/ 4rt 3 radians (0, 1) 90° 270° 3rt 2 (0, -1) radians 60⁰ 300° radians 45° 30° 330° 315° Elm 0° 360° 44 radians 5m 3 radians radian 11/ 6 7rt 4 radians 0 2πt (2,4) radian radians. radians (1,0)
Transcribed Image Text:(-12, 12) (-√3/3,1/-) (-1,0) 56 (-44) 3rt A 2π radians 120° radians 150° I radians - 180° 210° radians 5m 54 radians 135° 225° 240° radians/ 4rt 3 radians (0, 1) 90° 270° 3rt 2 (0, -1) radians 60⁰ 300° radians 45° 30° 330° 315° Elm 0° 360° 44 radians 5m 3 radians radian 11/ 6 7rt 4 radians 0 2πt (2,4) radian radians. radians (1,0)
14 ts II. Using Radian Measures A. Calculate the arc length and the radian measure of each angle in a circle with the given dimensions. 1.8= 30%; radius = 3 units 2.9=270%, radius - 2 units 3. = 45%; radius = 5 units 4. 9= 100%, radius = 6 units 5.8 135%; radius - 4 units 6.9 180°, diameter 10 units 7. 8 = 90°, diameter = 12 units 9. 0= 60% diameter = 8 units 8. 0= 15%; diameter = 15 units 10. = 300°; diameter = 3 units
Transcribed Image Text:14 ts II. Using Radian Measures A. Calculate the arc length and the radian measure of each angle in a circle with the given dimensions. 1.8= 30%; radius = 3 units 2.9=270%, radius - 2 units 3. = 45%; radius = 5 units 4. 9= 100%, radius = 6 units 5.8 135%; radius - 4 units 6.9 180°, diameter 10 units 7. 8 = 90°, diameter = 12 units 9. 0= 60% diameter = 8 units 8. 0= 15%; diameter = 15 units 10. = 300°; diameter = 3 units
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