Question

given set is a vector space. If not, give at least one axiom that is not satisfied. Unless stated to the contrary, assume that vector addition and scalar
multiplication are the ordinary operations defined on that set.

1. The set of vectors -
(a1, a2) addition and scalar multiplication

defined by

(a1,a2)+(b1+b2)=(a1+b1+1, a2+b2+1)

k(a1,a2)=(ka1+k-1,ka2+k-1)


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Answer 1

Answer:

Step-by-step explanation:

(a1,a2)+(b1+b2)=(a1+b1+1, a2+b2+1)

k(a1,a2)=(ka1+k-1,ka2+k-2)

answer ok

hope it helps