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12 Aug 2018
(6] 8. Let V = P(R) be the vector space of polynomials of degree less than or equal to 2 with usual addition and scalar multiplication. Let W = R+ be the vector space of positive real numbers with vector addition defined by r + s = rs for all r,s EW, and scalar multiplication defined by cr = pl for all TEW,CER For the linear transformation T: V W where T(1+2) = 2, ,T(x2) = 1, T(1 – 1) = find T(a + box + cra).
(6] 8. Let V = P(R) be the vector space of polynomials of degree less than or equal to 2 with usual addition and scalar multiplication. Let W = R+ be the vector space of positive real numbers with vector addition defined by r + s = rs for all r,s EW, and scalar multiplication defined by cr = pl for all TEW,CER For the linear transformation T: V W where T(1+2) = 2, ,T(x2) = 1, T(1 – 1) = find T(a + box + cra).
13 Jun 2023
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Bunny GreenfelderLv2
12 Aug 2018
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