some measure are given in the adjacent figure find the area of the quadrilateral ABCD
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13
ar (ABD)=1/2×40m×9m
=180m^2
ar (DBC)=1/2×13m×60m
=390m^2
ar (ABCD)=ar (ABD)+ar (DBC)
=180m^2+390m^2
=570m^2
=180m^2
ar (DBC)=1/2×13m×60m
=390m^2
ar (ABCD)=ar (ABD)+ar (DBC)
=180m^2+390m^2
=570m^2
Answered by
8
Answer:
In ∆ABD,
Base = 9m
Height = 40m
Area of ∆ABD =1/2×base×height
= 1/2 ×9 × 40sq.m
= 180 sq.m
Area of ∆BCD =1/2×base×height
= 1/2 ×13 × 60sq.m
= 390 sq.m
Area of quadrilateral ABCD = Area of ∆ABD + Area of ∆BCD
=
180sq.m+390sq.m
= 570 sq.m
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