Complex NumbersMedium
Question
If z1, z2, z3, z4 are any four points in a complex plane and z is a point such that |z − z1| = |z − z2| = |z − z3 | = |z − z4|, then z1, z2, z3, and z4, are-
Options
A.vertices of a rhombus
B.vertices of a rectangle
C.concyclic
D.collinear
More Complex Numbers Questions
If z (≠ 2) be a complex numbers such that log1/2 | z − 2| > log1/2 |z |, then z satisfies -...If z1 = i + 2i, z2 = 2 + 3i, z3 = 3 + 4i, then z1, z2 and z3 represent the vertices of -...Let z, w be complex numbers such that and arg zw = π. Then arg z equals...The vector z = - 4 + 5i is turned counter clockwise through an angle of 180o stretched 1.5 times. The complex number cor...Let z, ωz and z + ωz represent three vertices of ᐃABC, where ω is cube root unity, then -...