Find the co-ordinate of a point which divides the join of (3,2) and (3,2) internally in the ratio of 2:3?

we know that the formulae of internal division `((x,y) = mx_{2} + nx_{1})/(m + n) , (my_{2} + ny_{1})/(m + n)` put the values 2×3+3×3 / 5 , 2×2+3×2 / 5 => (3,2).

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