Q NO 1 Let R+ be the vector space over R under the addition and scalar multiplication defined by x +y = xy and ax = xa, and S = {2,4} be a subset of R*. Is the set S linearly independent or not? Justify your answer by using %3D definition.

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Q NO 1 Let R* be the vector space over R under the addition and scalar
multiplication defined by x + y = xy and ax =
R*. Is the set S linearly independent or not? Justify your answer by using
xa , and S = {2,4} be a subset of
definition.
Transcribed Image Text:Q NO 1 Let R* be the vector space over R under the addition and scalar multiplication defined by x + y = xy and ax = R*. Is the set S linearly independent or not? Justify your answer by using xa , and S = {2,4} be a subset of definition.
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