Trigonometric Equation Problems - Plane Trigonometry | MATH 111, Study notes of Trigonometry

Material Type: Notes; Professor: Comeau; Class: Plane Trigonometry; Subject: Mathematics Main; University: University of Arizona; Term: Unknown 1989;

Typology: Study notes

Pre 2010

Uploaded on 08/31/2009

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Math 111, Trigonometric Equation Problems
Darin Comeau, Section 4
Here are some additional problems where you solve trigonometric equations. For
each of the below equations, find all xthat make the statement true. Refer to the
online notes for some worked examples.
1. sin xtan x= sin x,x[0,2π]
2. tan2x+ tan x2 = 0
3. cos(2x) = cos x
1
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Here are some additional problems where you solve trigonometric equations.each of the below equations, find allMath 111, Trigonometric Equation Problems^ Darin Comeau, Section 4 x that make the statement true. Refer to the For

online notes for some worked examples.1. sin x tan x = sin x, x ∈ [0, 2 π]

  1. tan^2 x + tan x − 2 = 0
  2. cos(2x) = cos x 1
  1. 4 sin x cos x = √ 3
  2. cos 2x = 2(sin x − 1)