simple simple and easy method
to prove that medians of an equilateral triangle are equal
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Since all the sides of an equilateral triangle are equal
And we know that the perpendicular as well as median coincide of equilateral triangle
So length of each altitutde will be
a×3^1/2 /2
Since median = altitude
So all medians are equal to each other
Since all the sides of an equilateral triangle are equal
And we know that the perpendicular as well as median coincide of equilateral triangle
So length of each altitutde will be
a×3^1/2 /2
Since median = altitude
So all medians are equal to each other
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#Hence Proved .
Check the attachment !!
Thanks !!
Check the attachment !!
Thanks !!
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