(1+2i/1-3i)^2
write the polar from of given complex number
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Answer:
0.5e^(-pi/4)
Step-by-step explanation:
Multiply numerator and denominator by (1+3i)^2 to get: -
(-5+5i/10)^2
=(1-i)^2 /4
=(1-i)/2
clearly, r=1/2
theta=arctan(-1)=-pi/4
Hope it help!
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