Question

Draw a quadrillaterals ABCD with AB = 8.5cm , BC=4.5cm , CD=5cm , AD=6cm, BD=7.5cm. Draw a triangle of the same area?

Answer 1

Answer:

draw the figure and explain

Answer 2

Answer:

A quadrilateral stands as a polygon carrying four sides, four angles, and four vertices.

Step-by-step explanation:

Step 1

The measures of the sides of the quadrilateral to be built are,

$AB = 8.5$ cm,

$BC = 4.5$cm,

$CD = 5$cm,

$DA = 6$ cm and

$BD = 7.5$ cm.

The stages of the structure are as observed:

1) Sketch a line segment AB of length 8.5 cm.

2) Bringing A as the middle and 6 cm as the radius, sketch an arc on the upper flank of line segment AB.

3) Taking B as the middle and 7.5 cm as the radius, sketch an arc bisecting the earlier marked arc at point D.

4) Join AD and BD.

5) Taking D as the middle and 5 cm as the radius, mark an arc on the right side of point D.

6) Taking B as the middle and 4.5 cm as the radius, mark an arc intersecting the formerly sketched arc at point C.

7) Join DC and BC.

Step 2

The quadrilateral ABCD with the given measures is shown below,

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