T If T : R³ → R³ is a linear transformation such that 4 Q-A·´D-A· ´8-A ([]) T T = en T (ED) = =

Let T: R² →R² be a linear transformation that maps u = O A. O B. O C. O D. 15 -6 -1 - 10 5 ܝ -11 14 -4 -4 into -8 8 and maps v= [2]] into C 13 - 10 Use the fact that T is linear to find the image of 3u + v.

T If T: R³ R³ is a linear transformation such that -4 -1 0 (C)-F (D-E-F = 1 T 1 = -2 T 0 4 3 then T (1)- 5 2 = 2 -2 = -3 2 >

lf T : R³ → R³ is a linear transformation such that Го T (0) - B¹(0) -· ¹(C)-E] T = = T -2 3 0 -0-8 then T -4 = -2