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The locus in the complex plane described by the equation Re 1 z = 1 4 is a
- a)Circle with radius 1
- b)Circle with radius 2
- c)Straight line not passing through origin
- d)Straight line passing through origin
Correct answer is option 'B'. Can you explain this answer?
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Most Upvoted Answer
The locus in the complex plane described by the equation Re 1 z = 1 4 ...
Let z=x+iy
1/z =1/x+iy
re(1/z)=x/
√x^2+y^2
and it is equal to 1/4
solving we get equation of a circle and u also can get radius
1/z =1/x+iy
re(1/z)=x/
√x^2+y^2
and it is equal to 1/4
solving we get equation of a circle and u also can get radius
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The locus in the complex plane described by the equation Re 1 z = 1 4 ...
Divisior symbol not printed that's it
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The locus in the complex plane described by the equation Re 1 z = 1 4 is aa)Circle with radius 1b)Circle with radius 2c)Straight line not passing through origind)Straight line passing through originCorrect answer is option 'B'. Can you explain this answer?
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