Question: Q3 [3pts] DABC acute, (MNPQ) a square. [ABC] > 2 [MNPQ] Prove that Hint. Consider he=AA' Q A GP PN= NM = MC =

Q3 [3pts] DABC acute, (MNPQ) a square. [ABC] > 2 [MNPQ] Prove

Q3 [3pts] DABC acute, (MNPQ) a square. [ABC] > 2 [MNPQ] Prove that Hint. Consider he=AA' Q A GP PN= NM = MC = x (i) Show that ~ ABC (i) Express x in terms B (areas). P MA' N C of a, ha and use TAM-GM) in the denominator. Bonus (2p) Does the inequality in 193 remain valid if (MNPC) is a rectangle? (Justify!)

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