question_answer

Arrange the steps (i) to (iv) in correct order, while constructing a parallelogram ABCD, given\[\overline{AB}=6\text{ }cm\], \[\overline{AD}=4\text{ }cm\], and diagonal\[\overline{BD}=3\text{ }cm\].

Step 1: Draw \[\overline{AB}=6\text{ }cm\]

Step (i): Join \[\overline{AD}\] and\[\overline{BD}\].

Step (ii): With A as centre, draw an arc of radius 4 cm.

Step (iii): With B and D as centres and with 4 cm and 6 cm as radii, respectively, draw arcs to cut each other at C.

Step (iv): With B as centre, draw an arc of radius 3 cm to cut the arc drawn in step (ii) at point D.

Step 6 : Join \[\overline{\text{CD}}\] and\[\overline{BC}\], ABCD is the required parallelogram.

A)  (ii), (iv), (iii), (i)

B)  (iii), (ii), (v), (iv)

C)  (ii), (iv), (i), (iii)

D)  None of these