Aplicamos el teorema de Stewart, m b2 + n c2 = a (m2a + m n), sabiendo que m = n = a/2. a/2 b2 + a/2 c2 = a (m2a + a/2 a/2). b2/2 + c2/2 = m2a + a2/4;
m2a = 1/2 (c2+b2 - a2/4)