1. Use basic identities to simplify the expression secx cos x + cos x 2. Verify the identity sin²x+sec²x-1= (1-cos² x)(1+cos³x) cos²x 3. Find the exact value of tan() using the sum and difference formulas. secx

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.1: Verifying Trigonometric Identities
Problem 68E
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File | C:/Users/19377/Downloads/trig%20Identities%20and%20formulas.pdf
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secx
1. Use basic identities to simplify the expression secx cos x + cos x
2. Verify the identity
sin² x + sec² x - 1 =
(1-cos² x)(1+cos²x)
cos²x
3. Find the exact value of tan() using the sum and difference formulas.
4. Find the exact value of cos(83°) cos(23°) + sin(83°) sin(23°)
5. Prove the identity cos(4x) — cos(3x) cos x = sin² x 4cos² x sin² x
T
X
re
:
2:11 PM
6/13/2022
o
O
+
A
Transcribed Image Text:PDF trig Identities and formulas.pdf X C + File | C:/Users/19377/Downloads/trig%20Identities%20and%20formulas.pdf 88°F Partly sunny 1 secx 1. Use basic identities to simplify the expression secx cos x + cos x 2. Verify the identity sin² x + sec² x - 1 = (1-cos² x)(1+cos²x) cos²x 3. Find the exact value of tan() using the sum and difference formulas. 4. Find the exact value of cos(83°) cos(23°) + sin(83°) sin(23°) 5. Prove the identity cos(4x) — cos(3x) cos x = sin² x 4cos² x sin² x T X re : 2:11 PM 6/13/2022 o O + A
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