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COMPLEX NUMBERS | GEOMETRY WITH COMPLEX NUMBERS | Section Formula and explanation, Equation of line passing through `z_1 and z_2`., Slope of a straight line in complex form, Equation of perpendicular bisector of line joining z1 and z2, Distance of point from given line, Equation of circle - center radius form, Equation of circle - Diameter form, Condition for four points to concyclic, What are the Concept of rotation and explain with diagram ?, `A(z_1), B(z_2) and C(z_3)` are the vertices of the triangle ABC (in anticlockwise order). If `/_ABC=pi/4` and `AB=sqrt2(BC)`; then prove that `z_2=z_3+i(z_1-z_3)`

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