Power reducing formulas cos 2x 1+ cos 2x sin? x = cos? x = Pythagorean Identities sin² 0 + cos? 0 = 1 1 + tan? 0 = sec? 0 1+ cot? 0 = csc² 0 1. Rewrite the expression sin* 70 entirely in terms of cosine. Simplify as much as possible. cos? x 2. Rewrite and simplify the expression Vsin x entirely in terms of sine. 3. Rewrite the expression tan (2x) sec²(2x) entirely in terms of tangent.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 40E
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cricket oo
LF l 72% i 11:28 PM
7.2 Pre-Class Assignment
Power reducing formulas
1- cos 2x
1+ cos 2x
sin? x =
cos? x =
Pythagorean ldentities
sin? 0 + cos2 0 = 1
1+ tan? 0 = sec? 0
1+ cot? 0 = csc? e
1. Rewrite the expression sin* 70 entirely in terms of cosine. Simplify as much as possible.
cos x
2. Rewrite and simplify the expression 1 entirely in terms of sine.
Vsin x
3. Rewrite the expression tan (2x) sec (2x) entirely in terms of tangent.
Transcribed Image Text:cricket oo LF l 72% i 11:28 PM 7.2 Pre-Class Assignment Power reducing formulas 1- cos 2x 1+ cos 2x sin? x = cos? x = Pythagorean ldentities sin? 0 + cos2 0 = 1 1+ tan? 0 = sec? 0 1+ cot? 0 = csc? e 1. Rewrite the expression sin* 70 entirely in terms of cosine. Simplify as much as possible. cos x 2. Rewrite and simplify the expression 1 entirely in terms of sine. Vsin x 3. Rewrite the expression tan (2x) sec (2x) entirely in terms of tangent.
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