Sahin draws a trapezium ABCD of which length of diagonal BD is 11 cm, and draws two perpendicular of which length are 5 cm and 11 cm respectively from the points A and C on the diagonal BD. Let us write by calculating the area of ABCD in the shape of trapezium.
Given, a trapezium ABCD of which length of diagonal BD is 11 cm
And two perpendicular of which length are 5 cm and 11 cm respectively from the points A and C on the diagonal BD.

According to the figure the area of the trapezium = area of ∆ABD + area ∆BCD
=
×BD×AM +
×BD×CN
=
×11×5 +
×11×11
= 27.5 + 60.5
= 88 sq. cm.
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