if a is complex number and b is a real number then the equation az+bz+b=0
represent
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Answer: equation az+bz+b=0 represent a circle centered at origin.
Step-by-step explanation:
Given a is complex number and b is a real number so a + b will be a complex number.
Given equation
az+bz+b=0
(a+b)z+b=0
So z = -b/(a+b)
And ∣z∣ = ∣b∣/∣a+b∣ which is constant.
∵a+b is a complex number and ∣z∣ is constant.
∴This represent a circle centered at origin whose radius is ∣b∣/∣a+b∣
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