Any vector space v satisfies the ten axioms

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Any vector space v satisfies the ten axioms - discuss the

Any vector space V satisfies the ten axioms, among which the last one is:

"for any vector u^→ 2 V, 1u^→ = u^→, where 1 is the multiplicative identity of real numbers R."

Discuss the importance of this property with one example. Also give a counter case, where it is not satisfied.

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Algebra: Any vector space v satisfies the ten axioms - discuss the

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Algebra: Any vector space v satisfies the ten axioms - discuss the

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