in the figure, D and E are the points on a line parallel to AB through the vertex C of ∆ABC. AD is parallel to BC and BE is parallel to AC.
(a) If the area of ∆ABC is 30cm². What is the area of ∆ABD.
(b) Find 5 triangles with the same area as that of ∆ABC from the figure.
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Step-by-step explanation:
Applying basic proportionality theorem, we get
AD
DC
=
BE
EC
2x
x+3
=
2x−1
x
(x+3)(2x−1)=x(2x)
2x
2
−x+6x−3=2x
2
5x=3
x=
5
3
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