How to prove that 2 k </msup> cos &#x2061;<!-- ⁡ --> ( &#x03B8;<!-- θ

eyizibulo2gn3c

eyizibulo2gn3c

Answered question

2022-06-03

How to prove that 2 k cos ( θ ) cos ( 2 θ ) cos ( 2 k 1 θ ) = 1, θ = π / m, m = 2 k + 1?

Answer & Explanation

Heidi Rosales

Heidi Rosales

Beginner2022-06-04Added 2 answers

Multiply and divide LHS by sin θ and use 2 sin θ c o s θ = sin 2 θ
You will get,
sin ( 2 k θ ) = sin θ = sin ( π θ ) 2 k θ = π θ θ = π 2 k + 1

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