Q.
Area of a triangle with vertices given by z, iz z + iz, where z is a complex number, is
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a
0
b
12|z|2
c
|z|2
d
2|z|2
answer is B.
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Detailed Solution
Area of triangle isΔ=14||zz¯1iz−iz¯1z+izz¯−iz¯1∣Using R3→R3−R1−R2 we getΔ=14||z z¯ 1iz −iz¯ 10 0 −1∣=14|−izz¯−izz¯|=12|z|2
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