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Question
For x1,x2,y1,y2ϵR, if 0 < x1 <x2,y1=y2 and z1=x1+iy1,z2=x2+iy2 and z3=12(z1+z2), then z1,z2,z3 satisfy
For x1,x2,y1,y2ϵR, if 0 < x1 <x2,y1=y2 and z1=x1+iy1,z2=x2+iy2 and z3=12(z1+z2), then z1,z2,z3 satisfy
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Solution
The correct option is D < <
Clearly, |z1| <|z3|<|z2|, as z3 is mid point of z1 and z2.
< <Clearly, |z1| <|z3|<|z2|, as z3 is mid point of z1 and z2.
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