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Year 11 Ext Math 1 Question
Given that the polynomial is degree 4, without loss of generality we can assume that it is monic, as the leading coefficient has no bearing on the roots of P(x): a) P(x) = (x-2)(x+2)(x^2 +bx + c) [Since we know that the polynomial is degree 4] b) Now P(0) = (0-2)(0+2)(0^2 + b(0) + c) = 4...- Unknown_Xp998
- Post #7
- Forum: Mathematics Extension 1
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