Find all degree solutions. (Enter your answers in the form a + bk, where a [0, 180), b is the smallest possible positive number, and k represents any integer. Enter solutions from smallest to largest a - value.) 2cos2(3theta)+3cos(3theta)+1=0 (theta)=_______ ° (theta)=_______° (theta)=________°
Find all degree solutions. (Enter your answers in the form a + bk, where a [0, 180), b is the smallest possible positive number, and k represents any integer. Enter solutions from smallest to largest a - value.) 2cos2(3theta)+3cos(3theta)+1=0 (theta)=_______ ° (theta)=_______° (theta)=________°
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 35E
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Find all degree solutions. (Enter your answers in the form a + bk, where a [0, 180), b is the smallest possible positive number, and k represents any integer. Enter solutions from smallest to largest a - value.)
2cos2(3theta)+3cos(3theta)+1=0
(theta)=_______ °
(theta)=_______°
(theta)=________°
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