express -1-i in polar form
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Step-by-step explanation:
r=|z|=√1+1=√2
since theta lie in the 3rd quadrent
amp(z)=-Π+alpha
tan alpha=|y/x|
=1
alpha=Π/4
therefore -Π+Π/4
=-3Π/4
polar form is √2[cos(-3Π/4)+isin(--3Π/4)]
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