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In ∆ ABC , AD , BE , CF are medians then prove that
4(Sum of medians)> 3 (Sum of sides)
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Answered by
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Question :
In ∆ ABC , AD , BE , CF are medians then prove that
4(Sum of medians)> 3 (Sum of sides)
Solution :
We have to use the concept that of the intersection of medians .
We know that medians of any triangle divides each other into the ratio of 2:1.
Check out the above attachment !!
In ∆ ABC , AD , BE , CF are medians then prove that
4(Sum of medians)> 3 (Sum of sides)
Solution :
We have to use the concept that of the intersection of medians .
We know that medians of any triangle divides each other into the ratio of 2:1.
Check out the above attachment !!
Attachments:
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