If the sides of a triangle are 5.6.10, then the length of the median of biggest side is
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Apollonius theorem where a,b and c are the length of sides of a triangle
The length of median Ma=212b2+2c2−a2
And Mb=212a2+2c2−b2
And Mc=212a2+2b2−c2
Given that a=5,b=6 and c=10
Then length of median of the longest side =M10=212(5)2+2(6)2−(10)2
=212×25+2×36−100=2150+72−100=
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