Match the column (Quadrilateral is formed by z1, z2, z3, z4 in the order)

Column I

Column II

(A)

Parallelogram

(p)

z1 – z4 = z2 – z

(B)

Rectangle

(q)

|z1 – z3| = |z2 – z4

(C)

Rhombus

(r)

\(\frac{z_1-z_2}{z_3-z_4}\) is purely real

(D)

Square

(s)

\(\frac{z_1-z_3}{z_2-z_4}\) is purely imaginary

 

(t)

\(\frac{z_1-z_2}{z_3-z_2}\) is purely imaginary

1
(A) → (p), (r); (B) → (p), (r), (t); (C) → (p), (r), (s); (D) → (p), (r), (s), (t)
2
(A) → (p), (t); (B) → (p), (r), (t); (C) → (p), (r), (s); (D) → (p), (r), (s)
3
(A) → (p), (s); (B) → (p), (q), (t); (C) → (p), (r), (s); (D) → (p), (r), (t)
4
(A) → (p), (r); (B) → (p), (r), (t); (C) → (p), (t), (s); (D) → (r), (s), (t)
5
Question Not Attempted

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