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(1 point) Let S = {1, 2, 3} and T : Fun(S) + Rº be the transformation T(f) = (f(2) – 2 f(1), f(2) + f(3), f(1)) and consider

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Page No. Dale ap basis E = 1.5 S2, S3 be the standard basis of Funist | Dues.) Ange Given s={1, 2, 3} Ti Fum(s) - R3 I(f) = (Date 0 (9t5 ,201 - ه) = (ر) 1 * (ا هر2 - ( ,۵۵) ۱۰ + (ماه) .0+ (5,5) 2- ع (a linear combination of veeter (6ے b Coordinate vePage No. Date ร ME CODE O - o 6 B) For M (3d) 3x3 [ickas tie Elfirade Tal2x +Xal] clearly gd gedentity Map gl (x,x) = x - X3Page No. Date 0 - 2. O M (d) - O M(94) fgelcor order [gd (1,00d [zel lololo Ja (10070) = (1,0,0) (۵/e) (ه,اسط + (1 ,(2) = -2aPage : Date + C (011) Similarly 20 (0/071) - (0.011) 24-(-2/-1,1) + b(10-110) -7 -241b20 4-b1(20, बचा 1652 | c - 3 ।। Id(0,0,Page No. Date £ (X32-85ܢܐ0(X , ) ( 2 ) -2xx-ܕ݁ܥܳܓ -(;IX , -X ܕܠܢܛܰܢܠܳܚܕܡܓܟ܂ܢ-)* ܐ||| -oro- ܘ_;(- ܐ)2- ܘ-o ܕܐܙܐ ܝܐ-)2 (ܘܝ | .

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