A collection of vectors Is said to be linearly independent if no linear combination of them is

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A collection of vectors
A collection of vectors
Is said to be linearly independent if

Is said to be linearly independent if no linear combination of them is zero except the trivial one,

A collection of vectors
Is said to be linearly independent if

(a) Show that the basis vectors in Eq. (2.9) are linearly independent.
(b) Is the following set linearly independent?

A collection of vectors
Is said to be linearly independent if
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