find area of this quadrilateral
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Answer:
Area of this parallelogram=2*(1/2*2*8)
=2*8=16 cm sq.
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1
As we can see there are two different triangles formed
Area of first triangle
= √s(s-a)(s-b)(s-c) [where {s = (a+b+c)/2} and a,b,c are sides of triangle]
= √8.5(8.5-4)(8.5-5)(8.5-8)
= √8.5(4.5)(3.5)(0.5)
= 8.18cm^2
as we know that both triangles are same
then,
area of quadrilateral
= 8.18+8.18
= 16.36cm^2
If you mean the line drawn of 2cm is perpendicular to the line of 8cm
then also 2 triangles are formed
Area of first triangle
= 1/2(base×altitude)
= 1/2(8*2)
= 8cm^2
As we know that both triangles sides are equal then their perpendicular and area are also equal
then,
Area of quadrilateral
= 8+8
= 16cm^2
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