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23 Nov 2019
A polynomial p(x) is even if p(-x) = p(x), and odd if
p(-x) = -p(x). Let En and On denote the set of even and oddpolynomials in Pn.
Show that En and On are vector subspaces of Pn and find a basis foreach of them.
A polynomial p(x) is even if p(-x) = p(x), and odd if
p(-x) = -p(x). Let En and On denote the set of even and oddpolynomials in Pn.
Show that En and On are vector subspaces of Pn and find a basis foreach of them.
crigas2323Lv3
6 Jan 2023
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