Home
Class 12
MATHS
lf l z^2 - 1| = |z|^2 + 1, then z lies o...

lf l `z^2` - 1| = `|z|^2` + 1, then z lies on (1) An ellipse (3) A circle 89. (2) The imaginary axis (4) The real axis

Promotional Banner

Similar Questions

Explore conceptually related problems

If 1z^(2)-1|=|z|^(2)+1, then z lies on (1)An ellipse (3)A circle 89.(2) The imaginary axis (4) The real axis

If |z^(2)-1|=|z|^(2)+1, then z lies on (a) a circle (b) the imaginary axis (c) the real axis (d) an ellipse

If |z^(2)-1|=|z|^(2)+1, then z lies on (a) a circle (b) the imaginary axis (c) the real axis (d) an ellipse

If |z^(2)-1|=|z|^(2)+1, then z lies on (a) a circle (b) the imaginary axis (c) the real axis (d) an ellipse

If |z^(2)-1|=|z|^(2)+1, then z lies on (a) a circle (b) the imaginary axis (c) the real axis (d) an ellipse

If |z^2-1|=|z|^2+1 , then z lies on (a) The Real axis (b)The imaginary axis (c)A circle (d)An ellipse

If |z^2-1|=|z|^2+1 , then show that z lies on the imaginary axis.

If z lies on the circle I z l = 1, then 2/z lies on

If z lies on the circle I z 1=1, then 2/z lies on

If |z^(2)-1|=|z|^(2)+1, then show that z lies on the imaginary axis.