Let s be a subset of Rn which is linearly independent. Then S can have any real
ID: 3411915 • Letter: L
Question
Let s be a subset of Rn which is linearly independent. Then S can have any real number of vectors ( Except Zero)must consist of at least n Vectors must have at most n Vectors Must span Rn.
What is the right answer?
Let s be a subset of Rn which is linearly independent. Then S can have any real number of vectors ( Except Zero)
must consist of at least n Vectors must have at most n Vectors Must span Rn.
What is the right answer?
can have any real number of vectors ( Except Zero)
must consist of at least n Vectors must have at most n Vectors Must span Rn.
What is the right answer?
Explanation / Answer
Right answer : must have at most n Vectors.
If there are more than n vectors then they will be dependent.
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