Question

construct a quadrilateral ABCD in which AB equal 4.8 CM BC equal 5.6 CM CD = 6 CM AC = 7 cm and BD = 6.5 CM

Answer 1

Step-by-step explanation:

Information given about quadrilateral A B CD

AB=4.8cm, BC=5.6cm, CD=6 cm DA=7 cm and B D= 6.5cm

Steps of Construction

1. Draw a line segment AB of length 4.8 cm.

2. Mark arc from A in upper direction at a distance of 7cm.

3. Mark arc from B at a distance of 6.5cm cutting the arc marked from A. The point where it cuts the arc marked from A is point D.

4. Cut an arc of length of 5.6cm from point B .

5. Mark arc from Point D at a distance of 6.5cm. The point where it cuts arc marked from Point B will give the point C.

follow these steps..

u will get...

hope it helps..

pls mark it...

Answer 2

Step-by-step explanation:

Steps of the constructions:

Step I:- Draw the BC=4 cm

Step II:- With B as the center and radius 6.5 cm and draw an arc.

Step III:- With C as the center and radius 5 cm and draw an arc to intersect the arc drawn in step II at D.

Step IV:- With C as the center and radius 5.6 cm and draw an arc on the same side.

Step V:- With D as the center and radius 4.5 cm and draw an arc to intersect the arc drawn in step IV at A.

Step VI:- Join BA,DA,CD,AC and BD.

Then, the obtained the required quadrilateral ABCD.