Transcription of 6.2 Evaluating and Graphing Polynomial Functions
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6.2 Evaluating and Graphing Polynomial Functions
Page 1 of 2 Evaluating and GraphingPolynomial FunctionsEVALUATINGPOLYNOMIALFUNCTIONSA is a function of the form (x) = anxn+ an 1xn 1+ ..+ a1x+ a0where an 0, the exponents are all whole numbers, and the coefficients are all realnumbers. For this Polynomial function, anis the a0is theand nis the A Polynomial function is in if its terms are written in descending order of exponents from left to are already familiar with some types of Polynomial Functions . For instance, thelinear function (x) = 3x+ 2 is a Polynomial function of degree 1. The quadraticfunction (x) = x2+ 3x+ 2 is a Polynomial function of degree 2. Here is a summaryof common types of Polynomial Polynomial FunctionsDecide whether the function is a Polynomial function. If it is, write the function instandard form and state its degree, type, and leading (x) = 12 x2 3x4 7b.
Page 1 of 2 Evaluating and Graphing Polynomial Functions EVALUATING POLYNOMIAL FUNCTIONS A is a function of the form ƒ(x) = anxn + a n º 1x n º 1+ . . .+ a 1x + a 0 where a n ≠ 0, the exponents are allwhole numbers, and the coefficients are all real numbers. For this polynomial function, a n is the a 0is the and n is the A polynomial function is in if its terms are written in descending ...
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