of Example: Find the standard matrix T) of the linear transformation T:R? R3 230 [3] and use it to computer Solution: We will compute T(ei) and T(e2): Tei)=T ?([:]) Te2) T (61) E 20 Time left 0:57:29 Therefore, 17] = [7(01) T(02) = 0 0 1 We compute T Exercise: Find the standard matrix (T) of the linear transformation T: +R 3y1 0 93 T Exercise: Find the standard matrix (T) of the linear transformation T: RR - 23 T 31 2.2 + 836 32 - 4.64 01 + 3.2 + 25 23 +336 14 IS 16 5 (T)