Z,Z-Z2 If = k, (z1, z2 # 0) then %D (A) for k = 0, locus of z is a straight line (C) for k = 1, z represents a point (B) for k e {1, 0}, z lies on a circle Z2 (D) for k = 0, z lies on the...

Please send the solution Z,Z-Z2 If = k, (z1, z2 # 0) then %D (A) for k = 0, locus of z is a straight line (C) for k = 1, z represents a point (B) for k e {1, 0}, z lies on a circle Z2 (D) for k = 0, z lies on the perpendicular bisector of the line segment joining Z2 and

Z,Z-Z2<br>If<br>= k, (z1, z2 # 0) then<br>%D<br>(A) for k = 0, locus of z is a straight line<br>(C) for k = 1, z represents a point<br>(B) for k e {1, 0}, z lies on a circle<br>Z2<br>(D) for k = 0, z lies on the perpendicular bisector of the line segment joining<br>Z2<br>and<br>

Extracted text: Z,Z-Z2 If = k, (z1, z2 # 0) then %D (A) for k = 0, locus of z is a straight line (C) for k = 1, z represents a point (B) for k e {1, 0}, z lies on a circle Z2 (D) for k = 0, z lies on the perpendicular bisector of the line segment joining Z2 and

Jun 04, 2022

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Z,Z-Z2 If = k, (z1, z2 # 0) then %D (A) for k = 0, locus of z is a straight line (C) for k = 1, z represents a point (B) for k e {1, 0}, z lies on a circle Z2 (D) for k = 0, z lies on the...

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