Determine the polar form of \sin \theta+i(1+\cos \theta)

tripplek7i

tripplek7i

Answered question

2022-01-25

Determine the polar form of sinθ+i(1+cosθ)

Answer & Explanation

sainareon2

sainareon2

Beginner2022-01-26Added 10 answers

Hint for z
cos(θ)=2cos2(θ2)1
sin(θ)=2sin(θ2)cos(θ2)
Hint for w: Use the cos and sin addition formulae and
w=cosθ+sinθ+i(sinθcosθ)
=2(cos(θ)cos(π4)+sin(θ)sin(π4)+i(sin(θ)cos(π4)cos(θ)sin(π4)))

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