(1 point) Find a set ofvectors {11, E} in R' that spans the solution set of the equations F31 || (The components of these vectors appear in alphabetical omet (w_x,y,z) ) { w2+y+2z 4w+22+y e1 || (1 point) Let 9 A = 7 7 Define the linear transformation 7 : R* -> R' by T(@) = Ax. Find the images of u = 2 and v = & | under I . T(u) = T(U) =(1 point) If T' : IR2 -> R is a linear transformation such that 18 " () - 15 . and I ([41) - then the standard matrix of T is A =(1 point} 3 2 Let v1 = and U2 2 5 3 Let T : E2 i R2 be the linear transfonnatien satisfying -3 -5 TEvl] = and 11(1)?) = 7 4 Find the image of an arbitrary vector