If a point M lies anywhere between b and c in a triangle ABCPROVE that AB+BC+CA>2AM
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Answer:
ABC is triangle
M lies between B and C
join AM
now you will get two triangle
one is ABM
another one AMC
we know that
sum of two sides of a triangle must be greater than the third side
in triangle ABM
AB + BM > AM
in triangle MAC
AC + MC > AM
so ad find two equations
we get
AB + (BM + MC) +CA > 2AM
AB + BC+CA > 2 AM
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