Given a $\Delta ABC$ and a line labelled '$n$' that passes through the triangle but it's not parallel to any of the sides, how do we construct a line parallel to '$n$' that will divide $\Delta ABC$ into two parts of equal area.
Dividing a Triangle into Two Parts of Equal Area with Constraints
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$\begingroup$
geometry
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0You should check this nice answer: http://math.stackexchange.com/q/235626/4058 – 2012-11-16