# Doubt from vectors

try using similarity of triangles..

Just assume the intersection point of diagonal's divide them in the ratio λ:1 and find the position vector of that point using section formula.

Then assume a point on the line joining mid point dividing the line in the ratio μ:1 and find it's position vector. Now, make a case when μ= λ then you'll get the same position vector as in the case of diagonals.

That'll prove that they are concurrent.

(This is a bit long coz I'm not that good at vector's)

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