8/14/2023 0 Comments Quadratic polynomial![]() So the other two points of intersection are \(\left(1,\,2\right)\) and \(\left(-\!4,-\!23\right). Now we solve the two equations simultaneously: The remainder is \(54\) so we obtain the second of our two equations: \(5m n 100=54.\) Now we turn our attention to the fact that the remainder upon division by \(x-5\) is \(54\). The remainder is \(0\) so we obtain the first of two equations: \(3m n 18=0.\) (a) A factor of \(x-3\) corresponds to a root of \(3,\) so we can use synthetic division like this: (a) Determine the values of \(m\) and \(n.\)
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