3 (16 points) (a) Find the coordinate vector of <= with respect to the ordered basis -1 0 E= -600 of R3 [2]e= (b) Let Fi
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3 (16 points) (a) Find the coordinate vector of <= with respect to the ordered basis -1 0 E= -600 of R3 [2]e= (b) Let Fi
3 (16 points) (a) Find the coordinate vector of <= with respect to the ordered basis -1 0 E= -600 of R3 [2]e= (b) Let Fi be the ordered basis of R2 given by 3 -{[°C] :] [3 = and let F, be the ordered basis given by F s={[22] [13]} Find the transition matrix PA-B, such that [2]Ą = PAR[]for all I in R?: P=
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