Show that the set R+ of positive reals is a vector space when we interpret 'x+y' to

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Show that the set R+ of positive reals is a vector space when we interpret 'x+y' to mean the product of x and y (so that 2 + 3 is 6), and we interpret 'r ∙ x' as the r-th power of x.
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Linear Algebra

ISBN: 9780982406212

1st Edition

Authors: Jim Hefferon

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