Area of quadrilateral whose vertices are A(0,-4), B (4,0), C (-4,0), D (0,4)
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2
Answer:
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Answer:
Area of quadrilateral ABCD = Area of triangle ABC + Area of triangle ADC
Area of triangle =
2
1
×[x
1
(y
2
−y
3
)+x
2
(y
3
−y
1
)+x
3
(y
3
−y
1
)]
Area of△ABC=
2
1
[2(3−2)+2(2−1)+(−2)(1−3)]=
2
1
×8=4sq.units
Area of△ADC=
2
1
[2(0−2)+(−1)(2−1)+(−2)(−1−2)]=
2
1
×1=
2
1
sq.units
Area of quadrilateral ABCD=4+
2
1
=
2
9
sq.units
solution
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