The equation of tangent drawn from a point of z_1 (1/\sqrt2) on the locus of point \frac{z-(3+4i)}{\sqrt2z-(1+i)} is .... where z is any point on |z| = 1

Correct Answer is : does not exists

arg (z - 2 + i) = - \tan^{-1}1/6

JEE Advanced Model Paper 15 with solutions for online practice

Question : 47 of 60

Marks: +1, -0

The equation of tangent drawn from a point of z1 (

√2

) on the locus of point

z−(3+4i)

√2z−(1+i)

is .... where z is any point on |z| = 1

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