In ΔieABC,AB=7,AC=9 on ¯AB, point D is taken so that BD=3 and CD⊥AB.DE is drawn ⊥lar to AC cutting AC in E so that quadrilateral BCED has 57 area of ΔieABC. Then CE.
95
92
59
29
A
59
B
92
C
29
D
95
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Q1
In ΔieABC,AB=7,AC=9 on ¯AB, point D is taken so that BD=3 and CD⊥AB.DE is drawn ⊥lar to AC cutting AC in E so that quadrilateral BCED has 57 area of ΔieABC. Then CE.
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Q2
In a ∆ABC, point D is on side AB and point E is on side AC, such that BCED is a trapezium. If DE : BC = 3 : 5, then Area (∆ ADE) : Area (◻BCED) =