In a $A B C,$ If $L a n d M$ are points on $A B a n d A C$ respectively such that $L M B C ˙$ Prove that: $a r (L O B) = a r (M O C)$

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In a

A B C,

L a n d M

are points on

A B a n d A C

respectively such that

L M B C ˙

Prove that:

a r (L O B) = a r (M O C)

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Question Text

In a

A B C,

L a n d M

are points on

A B a n d A C

respectively such that

L M B C ˙

Prove that:

a r (L O B) = a r (M O C)

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