16+Polynomials+-+Standards

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9.2	||	6E	||		||		||	16.4	||
 * =16E Polynomials= || **Grove** || **Pender** || **Fitzpat** || **J&C 3U** || **Syllabus** ||
 * E1	||	Can define a polynomial.	||	12.1	||	4A	||		||		||	16.1	||
 * E2	||	Can demonstrate algebraic properties of polynomials.	||		||	4A	||		||		||		||
 * E3	||	Can graph simple polynomials using factors and limiting cases as x approaches +/- infinity.	||	12.4	||	4B	||		||		||	16.1	||
 * E4	||	Can divide polynomials to express a polynomial P(x) in the form P(x) = A(x)Q(x) + R(x) [polynomial division].	||	12.2	||	4C	||		||		||	16.2	||
 * E5	||	Can explain and prove the Remainder Theorem.	||	12.3	||	4D	||		||		||	16.2	||
 * E6	||	Can explain and prove the Factor Theorem.	||	12.3	||	4D/4E	||		||		||	16.2	||
 * E7	||	Can describe the constraints on the number of roots for a polynomial of degree n.	||	12.5	||	4B	||		||		||	16.2	||
 * E8	||	Can explain the relationships between the roots and coefficients of a polynomial equation [sum and products of roots, up to degree n=4].	||	12.6	||	4F	||		||		||	16.3	||
 * E9	||	Can find approximate roots of a polynomial using the bisection method [halving the interval].	||	HSC 9.1	||	6E	||		||		||	16.4	||
 * E10	||	Can find approximate roots of a polynomial using Newton's method.	||	HSC