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10 Nov 2019
BONUS QUESTION (2 MARKS): A rational function is defined by where m, n Ñ NU0} such that not every coefficient qi Ä°s 0 and f(z) is not defined at the values of r for which q(r) = 0. What 'special' choice(s) of q(r) will give the result that the set of all polynomial functions, p(x) P +Pn-1-1 form a subset of the rational functions (as defined above)?
BONUS QUESTION (2 MARKS): A rational function is defined by where m, n Ñ NU0} such that not every coefficient qi Ä°s 0 and f(z) is not defined at the values of r for which q(r) = 0. What 'special' choice(s) of q(r) will give the result that the set of all polynomial functions, p(x) P +Pn-1-1 form a subset of the rational functions (as defined above)?
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Jarrod RobelLv2
8 Sep 2019