Sonika posted an Question
September 24, 2020 • 03:25 am 30 points
  • CSIR NET
  • Mathematical Sciences

Example let t: p p, be defined by t(a + bx + cx) = (a + b+c) + (a + 2b + 3c)x let b, (v, vv). b, = {w,, w wherev, = x, v2=-1 + x, v, = 1 + x, w, = 1 + x, w, = x

Example Let T: P P, be defined by T(a + bx + Cx) = (a + b+c) + (a + 2b + 3c)x let B, (v, VV). B, = {w,, w wherev, = X, V2=-1 + X, v, = 1 + x, W, = 1 + X, W, = x be the basis for P and P, respectively. Find the matrix of T relative to B, and B. Also compute T(1 + 2x + 3x) using the matrix TJes,

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