question_answer

Following are the steps of construction of a rectangle ABCD whose adjacent sides are  of lengths 5 cm and 3.5 cm. Arrange them and select the CORRECT option.

(p) Draw a line segment BC of length 5 cm.

(q) With A as centre, draw an arc of radius 5 cm.

(r) Draw an\[\angle XBC={{90}^{o}}\]at point B of line segment BC.

(S) Cut a line segment AB = 3.5 cm on \[\overrightarrow{BX}\]

(T) With C as centre, draw an arc of radius 3.5 cm which intersects the arc at D.

(U) Join AD and CD.

A) \[(p)\to (s)\to (q)\to (r)\to (u)\to (t)\]

B) \[(p)\to (r)\to (s)\to (q)\to (t)\to (u)\]

C) \[(p)\to (s)\to (r)\to (q)\to (t)\to (u)\]

D) \[(p)\to (q)\to (r)\to (s)\to (u)\to (t)\]