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(d) for a 3 x matrix U, if (M2 MN2)U equals the zero matrix then U is the zero matrix 1 dt Let f: (0, o) R be given by f x e hen (a) f onoto ally increasing on 1, oo (b) f x) is monotonically decreasing on (0, l she f (x) f 0, for all t E (0,co) f (21) is an odd function of r on R