Ch.+3+-+Polynomial+functions

> ===This unit examines key characteristics and properties of polynomial functions, supportive in determining the shape of their graphs. Focus will be placed on studying the behaviour of 3rd and 4th degree polynomial functions. Through investigation, connections will be made between the algebraic, numeric, and graphical representations of these functions. === > ==__Prescribed Learning Outcomes __==
 * =__Unit 3 Polynomials Function __=
 * ===B11 - Demonstrate an understanding of factoring polynomials of degree greater than 2 (limited to polynomials of degree ≤ 5 with integral coefficients). ===
 * ===B12 - Graph and analyze polynomial functions (limited to polynomial functions of degree ≤ 5). ===

=__Unit 3 Notes __=
 * ==[[file:3.1I - Characteristics of Polynomial Functions.pdf|3.1 I - Characteristics of Polynomial Functions]] ==
 * ==[[file:3.1 (II) - Characteristics of Polynomial Functions.pdf|3.1 II - Characteristics of Polynomial Functions]] ==
 * ==[[file:3.2 - 3.3 – Remainder Theorem & Factor theorem.pdf|3.2 - 3.3 – Remainder Theorem & Factor theorem]] ==
 * ==[[file:3.4 A – Equations and Graphs of Polynomial functions Key.pdf|3.4 A – Equations and Graphs of Polynomial functions]] ==
 * ==[[file:3.4 B Equations and Graphs of Polynomial functions.pdf|3.4 B Equations and Graphs of Polynomial functions]] ==
 * ==[[file:Chapter 3 Practice Test.pdf|Chapter 3 Practice Test]] ==
 * ==[[file:Quiz 2 12H.pdf|Quiz 2]] ==