Prove that in a triangle the sum of any two medians is greater than the third median.
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we know that 3median-2mode=mean
so we can write mode=median=mean
here,
3median-2median=median
median=median+median
let 3=4+5
so we can write mode=median=mean
here,
3median-2median=median
median=median+median
let 3=4+5
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