Question

2) Minimum number of elements required to form vector space over
any filed is
a)n
b) 3
d) 0
c) 1​

Answer 1

Answer:

at least you need 1 element

Step-by-step explanation:

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Answer 2

A space made up of vectors and the associative and commutative operations of vector addition, as well as the associative and distributive operations of vector multiplication by scalars.

• Any set with exactly one element defines a vector space over any field.
• There should be at least one one which can define a vector space clearly. And for maximum it can be infinite.