Determine whether the sets in Exercises 1–8 are bases for

Chapter 4, Problem 1E

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QUESTION:

Determine whether the sets in Exercises 1–8 are bases for . Of the sets that are not bases, determine which ones are linearly independent and which ones span . Justify your answers.

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QUESTION:

Determine whether the sets in Exercises 1–8 are bases for . Of the sets that are not bases, determine which ones are linearly independent and which ones span . Justify your answers.

ANSWER:

Solution 1 EStep 1 of 1Consider the set of vectors .Consider the matrix A whose columns are the given set of vectors.Thus, the matrix A can be written as .Here, A is a matrix and in echelon form. And it has 3 pivot positions.The inv

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