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entonces m(AB)=m(BC)=m(AC)
A= (1/2)m(AB) × H H=√ [ (m(AB))^2 ] - [ (1/4)(m(AB))^2 ]
P= 3m(AB)
(1/2)m(AB) × √ [ (m(AB))^2 ] - [ (1/4)(m(AB))^2 ] = 3m(AB)
(1/4)[m(AB)]^2 × { [m(AB)]^2 - (1/4)[m(AB)]^2 } = 9[m(AB)]^2
puedes seguir despejando