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8:46 1 e台 Send a chat A middleton.agilixbuzz.com •.. Buzz Post Attendee- Zoom Post Attendee - Zoom Inbox (610) - ge21961@students.mcpasd.k12. Buzz Individual Assessment #5 Part 1 (Multiple Choice) Trigonometry & Basic Area PRE-CALCULUS WITH TRIGONOMETRY 210/ Individual Assessment #5 (Trigonometry & Basic Area) Emma Gibson Alf changes saved 5. Match each trig expression on the left with an equivalent trig expression from the right. Use the given formulas to help you! Sum and Difference Formulas sin(a± ß)=sin a cos ß±cos a sin ß cos(a±ß)= cos a cos ß7 sin a sin ß %3D Double Angle Formulas sin(2a) = 2 sin(a)cos(a) cos(2a) = cos*(a) –- sin°(a) 2 cos (a) – 1 OR = 1-2 sin (a) OR = 11m a. 2 sin 1. sin 45 b. sin cos (등) 2. cos C. sin cos + cos sin 29 3. sin 45 27 - sin d. cos 9 4. sin 6. For the figure pictured below, find the Area Under the Curve for r E-5,0 SUBMIT ALL ANS

8:46 1 e台 Send a chat A middleton.agilixbuzz.com •.. Buzz Post Attendee- Zoom Post Attendee - Zoom Inbox (610) - ge21961@students.mcpasd.k12. Buzz Individual Assessment #5 Part 1 (Multiple Choice) Trigonometry & Basic Area PRE-CALCULUS WITH TRIGONOMETRY 210/ Individual Assessment #5 (Trigonometry & Basic Area) Emma Gibson Alf changes saved 5. Match each trig expression on the left with an equivalent trig expression from the right. Use the given formulas to help you! Sum and Difference Formulas sin(a± ß)=sin a cos ß±cos a sin ß cos(a±ß)= cos a cos ß7 sin a sin ß %3D Double Angle Formulas sin(2a) = 2 sin(a)cos(a) cos(2a) = cos*(a) –- sin°(a) 2 cos (a) – 1 OR = 1-2 sin (a) OR = 11m a. 2 sin 1. sin 45 b. sin cos (등) 2. cos C. sin cos + cos sin 29 3. sin 45 27 - sin d. cos 9 4. sin 6. For the figure pictured below, find the Area Under the Curve for r E-5,0 SUBMIT ALL ANS

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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8:46 1 e台 Send a chat A middleton.agilixbuzz.com •.. Buzz Post Attendee- Zoom Post Attendee - Zoom Inbox (610) - ge21961@students.mcpasd.k12. Buzz Individual Assessment #5 Part 1 (Multiple Choice) Trigonometry & Basic Area PRE-CALCULUS WITH TRIGONOMETRY 210/ Individual Assessment #5 (Trigonometry & Basic Area) Emma Gibson Alf changes saved 5. Match each trig expression on the left with an equivalent trig expression from the right. Use the given formulas to help you! Sum and Difference Formulas sin(a± ß)=sin a cos ß±cos a sin ß cos(a±ß)= cos a cos ß7 sin a sin ß %3D Double Angle Formulas sin(2a) = 2 sin(a)cos(a) cos(2a) = cos*(a) –- sin°(a) 2 cos (a) – 1 OR = 1-2 sin (a) OR = 11m a. 2 sin 1. sin 45 b. sin cos (등) 2. cos C. sin cos + cos sin 29 3. sin 45 27 - sin d. cos 9 4. sin 6. For the figure pictured below, find the Area Under the Curve for r E-5,0 SUBMIT ALL ANS
Transcribed Image Text:8:46 1 e台 Send a chat A middleton.agilixbuzz.com •.. Buzz Post Attendee- Zoom Post Attendee - Zoom Inbox (610) - ge21961@students.mcpasd.k12. Buzz Individual Assessment #5 Part 1 (Multiple Choice) Trigonometry & Basic Area PRE-CALCULUS WITH TRIGONOMETRY 210/ Individual Assessment #5 (Trigonometry & Basic Area) Emma Gibson Alf changes saved 5. Match each trig expression on the left with an equivalent trig expression from the right. Use the given formulas to help you! Sum and Difference Formulas sin(a± ß)=sin a cos ß±cos a sin ß cos(a±ß)= cos a cos ß7 sin a sin ß %3D Double Angle Formulas sin(2a) = 2 sin(a)cos(a) cos(2a) = cos*(a) –- sin°(a) 2 cos (a) – 1 OR = 1-2 sin (a) OR = 11m a. 2 sin 1. sin 45 b. sin cos (등) 2. cos C. sin cos + cos sin 29 3. sin 45 27 - sin d. cos 9 4. sin 6. For the figure pictured below, find the Area Under the Curve for r E-5,0 SUBMIT ALL ANS
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