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for a set to be a vector space it must satisfy eight properties and that for a set not to be a vector space it is enough f

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For a set to be a vector space, it must satisfy eight properties; and that for a set not to be a vector space, it is enough for it not to satisfy one of these properties. Consider a set V, with the following addition and multiplication operations: Select the alternative that contains the property(ies) that indicate that the set V is not a vector space. Alternatives: The) Only property A3. B) Only the M3 property. w) The A3 and M3 properties. d) None of the property. It is) All properties.

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Answer to a math question For a set to be a vector space, it must satisfy eight properties; and that for a set not to be a vector space, it is enough for it not to satisfy one of these properties. Consider a set V, with the following addition and multiplication operations: Select the alternative that contains the property(ies) that indicate that the set V is not a vector space. Alternatives: The) Only property A3. B) Only the M3 property. w) The A3 and M3 properties. d) None of the property. It is) All properties.

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