Is it possible to draw a triangle, if the length of its medians $(m_1, m_2, m_3)$ are given only?
Someone asked me this question, but I can not see it. Is it really possible?
Apart from the algebraic solution given by JimmyK4542, can anyone give me a direct construction? I mean, it should sound like:
Draw a line segment sufficiently long. Cut the length of $m_1$ from it. Then $\ldots$