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SOLVED:Find proj, u, (b) find proja v, and (c) sketch a graph of… | Numerade

SOLVED: Can you solve 1b?(20 pts) (Euclidean Geometry) In ABC, let M be the midpoint of AB.(a) (8 pts) Suppose that MA = MC. Prove that m(ZACB) = 90.(b) (12 pts) Suppose that m(ZACB) = 90. Prove that MA = MC.Hint: There are several ways to prove this. One possible method: let D be the point such that A - D - B holds and ZBAC = ZACD (why does such D exist?). Prove that DA = DC = DB. Another method: let D be the point such that C - M - D holds and MC = MD. Prove that AACB = DBC.

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