Section 1.3
A Discussion About Dimension
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Problem 1.3.1
The basis for given in the text is called the "standard basis." It is a basis, but not the only basis, for . Give another basis for , and show that it is in fact a basis.
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Origin: Stated according to the original source
Problem 1.3.2
Prove that is infinite-dimensional. Explain why your proof also shows that is infinite-dimensional.
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Origin: Stated according to the original source
Problem 1.3.3
Prove that is infinite-dimensional.
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Origin: Stated according to the original source