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Assessment
What is the definition of a field in the context of linear algebra?
A set equipped with two operations satisfying certain conditions.
A geometric shape representing solutions to linear equations.
A matrix that describes vector transformations.
A collection of vectors in n-dimensional space.
Which of the following is an example of a field?
The set of integers.
The set of rational numbers.
The set of natural numbers.
The set of odd numbers.
What is the characteristic of a field?
It is always finite.
It is the smallest prime number that can form a field.
It is the number of times one must add the identity element to get zero.
It cannot contain zero as an element.
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