If A(0,-1), B(2,1) and C (0,3) are the vertices of a triangle ABC then the length of median drawn from a will be
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Since median touches the base BC at its midpoint therefore by midpoint formula 2+0/2 ,1+3/2 we get the x and y coordiantes and now since A =(0,-1) and midpoint of BC equals (1,2) therefore by applying distance formula we can get the length of median
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