[" Q.The equation "|z+i|-|z-i|=k],[" repesents a lypersila men find "k" ."]

The equation |z+i|-|z-i|=k represents a hyperbola, if

Q.2 The equation |z+1-i|=|z+i-1| represents a

Find the range of K for which the equation |z+i|-|z-i|=K represents a hyperbola.

The equation |z-i|+|z+i|=k, k gt 0 can represent an ellipse, if k=

The equation |z-i|+|z+i|=k, k gt 0 can represent an ellipse, if k=

Find the range of K for which the equation |z+i| - |z-i | = K represents a hyperbola.

If the equation |z-z_1|^2 + |z-z_2|^2 =k , represents the equation of a circle, where z_1 = 3i, z_2 = 4+3i are the extremities of a diameter, then the value of k is

If the equation |z-z_1|^2 + |z-z_2|^2 =k , represents the equation of a circle, where z_1 = 3i, z_2 = 4+3i are the extremities of a diameter, then the value of k is

The equation |((1+i)z-2)/((1+i)z+4)|=k does not represent a circle when k is

If the equation |z-z_(1)|^(2)+|z-z_(2)|^(2)=k represents the equation of a circle,where z_(1)=2+3 iota,z_(2)=4+3t are the extremities of a diameter,then the value of k is