Give two different bases for Span sion of this vector space is. (b) Decide whether Span...
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Give two different bases for Span sion of this vector space is. (b) Decide whether Span {···}· -0.0 -Span- Decide what the dimen- Justify your answer. (c) Show that the vectors in Span -{8.0} are precisely those vectors in R³ for which the second and third entry are equal (that is: show that every vector in the span has this property, and every vector with this property is in the span). Then decide (with justification) whether Span- -{0·0}-{·O·} =Span 6 5 10 Give two different bases for Span sion of this vector space is. (b) Decide whether Span {···}· -0.0 -Span- Decide what the dimen- Justify your answer. (c) Show that the vectors in Span -{8.0} are precisely those vectors in R³ for which the second and third entry are equal (that is: show that every vector in the span has this property, and every vector with this property is in the span). Then decide (with justification) whether Span- -{0·0}-{·O·} =Span 6 5 10
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