linear algebra

K=3 b=3 $3 = {(2630 E 1132:)! = 63""L 5. Which pair of vector addition and scalar multiplication definitions would make 33 a vector space (A, B, or C)? Verify your answer by confirming that all ten axioms in the definition of a vector space are true for all vectors in the set. A. 1:631; = (u1,u2)$(v1,v2) = (1L1 + 171,1n uz +1nv2) c O u = c (D (1.11, 1.12) = (cu1,cln uz) 3- "$17 = (u1,u2)$(v1,v2) = (\"1 + v1,u2v2) c O u = c 0 (111,112) = (0141,1126) C. 11617 = (1.11, u2)$(v1, 172) = (1:1 + 171,6\"2 + 91'2) c O u = c 0 (111,142) = (cubewz) D. None of these