Question

(Linear Algebra)

I need help finding the answers to numbers 5 and 6 please!

When possible, construct a matrix with the required properties; otherwise, explain why you cannot. 2. C(A) contains (1, 2, -3) and (2, -3,5), and N(A) contains (1, 1, 1). 3. C(B") contains (1, 2, -3) and (2, -3,5), and N(B) contains (1, 1, 1). 4. M = 1 has a solution, and M" and MT 18 = o 5. P 1 = 0 and 1 1 1] P= [1 1 1]. 110 6. Draw the FTLA picture for A = [ #] and B = (59) 6. Draw the FTLA picture for A

Answer 1

Given that fron} is a cauchy sequence in (xid) and subsequences fregn) and { regnesConvergent We have to show juny is conv @ ht =[:] and rete G 1 R2 82 Zz L L 23 Y . 157 and let 24 H 2717 U2 V 2 193 83 1 1003 = nutgite=09 42+42 +22=0 13+ Y3 + 73=0 Let u=1, 81=2 and Zz =-3 Thornton 29 = 0, 42=1 43=4 X321, 43=0, 23- klo roy Therefore the construction is possible to and infinite number of distinct matrices ] P can be found eshose enfries must have to satisfy o Com be used to do this job p [1]-[:] (mns wen) second case: But this p=[: ] con satisfy this case kle have to check it [1] [ E] -2,3-5)# [t] Therefore we get a maprix P=16? ) as a countene xample for which first-condition holds buithe second condition dees not holds. Therefore this is not possible to find any p setisfies both condition of a time. (Answer)

What is FLTA