The perpendicular bisector of the line joining the points 7+7i , 7−7i in the Argand plane is:
A
x=0
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B
y=0
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C
x=y
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D
x−y−1=0
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Solution
The correct option is By=0 The midpoint of (7,7) and (7,−7) is (7,0). The line joining (7,7) and (7,−7) is parallel to the Y axis. Hence, the perpendicular bisector is parallel to the x-axis.
Hence, the equation of the perpendicular bisector is y=0