Help with these two parts please Evaluate030f(x)Evaluate=at x = π/3.4√31. f(π/3) = 42. f(π/3)3. f(π/3) 3√34. f(π/3) = 5√√√3=5. f(π/3)6. f(π/3)1==031f(x)53=3 sin x + 5 cos-x=at x = π/3.1. f(π/3) = 42. f(π/3) = 3√33. f(π/3) = 24. f(T/3) = 2√35. f(π/3)4√336. f(π/3)Pt.1= 8 sinx4 cos-xPt.2

Answered: Image /qna-images/answer/8d09ba8f-b494-49bb-a1c7-bcd297587e88.jpg

Evaluate f(x) = 3 sin x + 5 cos at x = π/3. 1. f(π/3) = 4 4√3 2. f(π/3) 3. f(π/3) 3√3 4. f(π/3) = 5√3 = 5. f(π/3) = 5 6. f(π/3) 3 Evaluate = = 031 f(x) = 8 sinx - 4 cos-x cos-x Pt.2 at x = π/3. 1. f(π/3) = 4 2. f(π/3) = 3√√/3 3. f(π/3) 4. f(π/3) 5. f(π/3) 6. f(π/3) || || || || Pt.1 2√3 4√3 3

Evaluate f(x) = 3 sin x + 5 cos at x = π/3. 1. f(π/3) = 4 4√3 2. f(π/3) 3. f(π/3) 3√3 4. f(π/3) = 5√3 = 5. f(π/3) = 5 6. f(π/3) 3 Evaluate = = 031 f(x) = 8 sinx - 4 cos-x cos-x Pt.2 at x = π/3. 1. f(π/3) = 4 2. f(π/3) = 3√√/3 3. f(π/3) 4. f(π/3) 5. f(π/3) 6. f(π/3) || || || || Pt.1 2√3 4√3 3

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.3: Trigonometric Functions Of Real Numbers

Problem 80E

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