pls answer properly
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Answer:
Ar. of ∆ = ½×b×h
NOW,
ar. ∆ ABC = ½ × BC × AO
Also,
ar. ∆ DBC = ½ × BC × OD
So,
Area of ABC/Area of DBC = AO/DO [1/2 and equal base bc are cancelled]
✔HENCE PROVED ✔
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Step-by-step explanation:
A (ABC)=1/2 ×BC×AL....(1)
A (DBC)=1/2 ×BC×DM....(2)
From (1) and (2),
A (ABC)/A (DBC)=AL/DM
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