ABCD is a square. F is the mid point of AB. BE is one third of BC. If the area of ∆FBE is 108cm square units . Find the length of BC
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Let the side of square be a
BF= a/2 and BE= a/3(given)
⇒ Area of triangle FBE = 1/2×FB×BE
⇒108= 1/2*a/2*a/3
⇒a ^2 =1296 cm
⇒a=36 cm
⇒AC= 2a under root
36under root 2a cm
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