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4 (16 points) (a) Find the coordinate vector of x = -3 with respect to the ordered basis به تا E= {9 (610 8 7 of R3 [x]E
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4 (16 points) (a) Find the coordinate vector of x = -3 with respect to the ordered basis به تا E= {9 (610 8 7 of R3 [x]E
4 (16 points) (a) Find the coordinate vector of x = -3 with respect to the ordered basis به تا E= {9 (610 8 7 of R3 [x]E = (b) Let Fį be the ordered basis of R2 given by Fi = P:= {[1]:[]} and let F2 be the ordered basis given by F2 := {[3] [2]} Find the transition matrix Pfyrsuch that [x]F, = Pfz+F[]E, for all x in RP: = P=
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