Draw the quadrilateral according to the given information.
Draw the square BEST with the length 6.1 cm.
BE = 6.1 cm
Steps to construct the square
(i) Draw BE = 6.1 cm. Construct an angle of
(ii) Vertex T and S are 6.1 cm away from point B and E respectively. Therefore cut the line segments SE and BT of 6.1 cm.
(iii) Join T to S.
Thus we get the required square BEST.
Draw the rhombus according to the given information.
Measurements of the diagonals are 4.2 cm and 5.4 cm long.
In any rhombus, diagonals are perpendicular to each other.
(i) Draw a line segment PR of 4.2 cm and draw a perpendicular bisector of PR. Let the point of intersection be M.
(ii) Draw arcs of
(iii) Join points S and Q with points P and R.
Thus we get the required rhombus PQRS.
Draw the rectangle according to the given information.
Measurements of the adjacent sides are 6 cm and 3 cm long.
In rectangle, opposite sides have same lengths and measure of all the interior angles is
(i) Draw line – segment PQ of 6 cm and draw an angle of
(ii) Vertices R and S are 3 cm away from point Q and P respectively. Thus, arcs cut the line – segments PS and QR, 3 cm away.
(iii) Join S to R.
Draw the parallelogram NICE according to the given information.
Measure of NI = 7 cm and IC = 4.5 cm long.
In parallelogram, opposite sides have same length and they are parallel to each other.
(i) Draw a line – segment NI of 7 cm and a ray at point I at any angle.
(ii) Draw a ray from point O which is parallel to the ray at I. The vertices E and C are 4.5 cm away from vertices N and I respectively. Cut the line – segments IC and NE of 4.5 cm.
(iii) Join E to C.
Thus this is the required parallelogram NICE.