2.1 The Remainder Theorem
- Polynomial Division
- Using P(x) = (x - b)Q(x) + R to test your divisionApplying the Remainder Theorem to determine remainders without dividing
- Synthetic Division
2.1_the_remainder_theory.pdf | |
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2.2: The Factor Theorem
- Using the Integral Zero Theorem and Factor Theorem to factor polynomial functions with a leading coefficient of +1 and integral co-efficients
- Using the rational Zero Theorem to factor polynomial functions with leading coefficients that are integer values other than 1.
- Factoring using Sum of Cubes and Difference of Cubes
2.2_the_factor_theorem.pdf | |
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2.3: Polynomial Equations
- Connecting the roots of a polynomial equation with the zeros of its graph
- Solving polynomial equations by factoring and factor theorem
- The nature of real and non-real roots
2.3_equations_of_polynomial_equations.pdf | |
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2.4: Families of Polynomial Functions
- Determine equations of families of polynomial functions with integer roots
- Determine equations of families of polynomial functions with irrational roots
- Determine equations of families of polynomial functions given a graph
2.4_families_of_polynomial_functions.pdf | |
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2.6: Solve Factorable Polynomial Inequalities Alge
- Solving factorable inequalities using the case method
- Solving factorable inequalities by considering intervals
2.6_solving_factorable_inequalities_algebraically.pdf | |
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