Shweta Singh Asked a Question
January 11, 2020 1:19 pmpts 15 pts
Let R be the set of positive real numbers. if the operation of vector addition and scalar multiplication is defined as followsu+V=uv for all uv€ R" and c.u = u for all uER" and real scalar c R (R) is a vector space R (R) is not a vector space as there is no additive identity R (R) is not closed under scalar multiplication none of these
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  • Shweta Singh
    but image is not available
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  • Priyadarshan Choursiya Best Answer
    one can prove, Lhs=rhs by solving for Lhs and rhs then check they are equal or not. here I also explain the abelian group in part (i). solution is only look big, because I explai...
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