8.5 #2In Exercise 2, find the matrix for T relative to the basis B, and use Theorem 8.5.2 to compute the matrix for T relative
to the basis B'

T: R^(2)- R^(2) is defined by; T[[[x1],[x2]]] = [[[x1 + 7 x2,],[3 x1 - 4 x2,]]] ;
B = (u1, u2) and B' = (v1,u1)

u1 =[[[2],[2]]]; u2 = [[[4],[-1]]]; v1 =[[[1],[3]]]; [[[-1],[-1]]];

Question

8.5 #2In Exercise 2, find the matrix for T relative to the basis B, and use Theorem 8.5.2 to compute the matrix for T relative
to the basis B'


> T: R^(2)-> R^(2) is defined by;  T[[[x1],[x2]]] = [[[x1 + 7 x2,],[3 x1 - 4 x2,]]] ;
B = (u1, u2) and B' = (v1,u1)


> u1 =[[[2],[2]]]; u2 = [[[4],[-1]]]; v1 =[[[1],[3]]]; [[[-1],[-1]]];

konradzuse · Answer

@Kainui @tkhunny @Hero

konradzuse · Answer

FInd me someone up to the task :).

konradzuse · Answer

herooooooooooooooooooooooo

konradzuse · Answer

aren't you supposed gto be the hero?  TO save the day? KZ's day? :p

tkhunny · Answer

I'm okay to do it, I just have some connection inconsistencies that I don't seem to be able to solve.