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Q1. Let u= (, 3), v = (2, 32) V = R and & R. Then we define addition and scalar multiplication on Vas;
Q1. Let u= (, 3), v = (2, 32) V = R and & R. Then we define addition and scalar multiplication on Vas; u + v = (x+y-1,22 + y2-1) and a.u = (ay, ). (i). Compute, u+vand k.u, if u =(-1,3), v= (2,0) and k = 5. (ii). Show that V is not a vector space with given addition and scalar mul- tiplication.
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Q1 i u v 1 2 3 0 13 and ku 5153 5 15 ii To show that V is not a vector spac...
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Linear Algebra
Authors: Jim Hefferon
1st Edition
978-0982406212, 0982406215
