CP Algebra II A
The following topics will be covered in CP Algebra II A: Absolute Value Inequalities, Operations on Polynomials, Exponents, Rational Expressions, Radicals, Rational Exponents and Complex Numbers, Functions and Relations, Linear Functions, Quadratic Functions, and Polynomial Functions. In addition to these topics, we will also review other areas that are necessary for success in CP Algebra II. Our focus for these topics will come from the Ohio Content Standards. Students should have a scientific calculator and graph paper.
**Absence must be EXCUSED to receive credit for work not turned in on the due date. Or it can be submitted through Google classroom prior to the beginning of your assigned class period on the day of absence. **
GOOGLE CLASSROOM LINK: enpkgrd (bell 7)
**Absence must be EXCUSED to receive credit for work not turned in on the due date. Or it can be submitted through Google classroom prior to the beginning of your assigned class period on the day of absence. **
GOOGLE CLASSROOM LINK: enpkgrd (bell 7)
Class Notes
| algebra_ii_~_exam_review_12-14.pdf |
| algebra_ii_~_exam_review_12-13.pdf |
| algebra_ii_~_exam_review_12-12.pdf |
| algebra_ii_~_exam_review_12-11.pdf |
| algebra_ii_~_exam_review_12-8.pdf |
| operations_on_complex_numbers_12-7.pdf |
| complex_numbers_12-6.pdf |
| radicals___rational_exponents_review_12-5.pdf |
| radicals___rational_exponents_practice_12-4.pdf |
| rational_exponents_practice_12-1.pdf |
| rational_exponents_11-30.pdf |
| rational_exponents_11-29.pdf |
| radicals_practice_11-28.pdf |
| conjugates_of_radicals_11-27.pdf |
| dividing_radicals__rationalizing__11-17.pdf |
| dividing_radicals__rationalizing__11-16.pdf |
| multiplying_radicals_11-15.pdf |
| adding___subtracting_radical_expressions_11-14.pdf |
| simplifying_radical_expressions_11-13.pdf |
| rational_expressions_review_11-10.pdf |
| rational_expressions_review_11-9.pdf |
| rational_expressions_review_11-8.pdf |
| rational_equations_11-6.pdf |
| adding___subtracting_rational_expressions_11-3.pdf |
| adding___subtracting_rational_expressions_11-2.pdf |
| adding___subtracting_rational_expressions_11-1.pdf |
| simplifying_rational_expressions_10-31.pdf |
| dividing_rational_expressions_10-30.pdf |
| dividing_rational_expressions_10-27.pdf |
| multiplying_rational_expressions_10-26.pdf |
| simplifying_rational_expressions_10-25.pdf |
| act_practice_test_1_10-24.pdf |
| act_practice_test_1_10-23.pdf |
| factoring_review_10-20.pdf |
| factoring_review_10-19.pdf |
| solving_equations_by_factoring_review_10-18.pdf |
| solving_equations_by_factoring_practice_10-17.pdf |
| solving_equations_by_factoring_10-16.pdf |
| more_factoring_practice_10-13.pdf |
| factoring_practice_10-12.pdf |
| special_factoring_techniques_practice_10-11.pdf |
| special_factoring_techniques_10-6.pdf |
| factoring_practice_10-5.pdf |
| factoring_practice_10-4.pdf |
| factoring_other_trinomials_10-3.pdf |
| split_the_middle_factoring_10-2.pdf |
| factor_by_groupiong___gcf_9-29.pdf |
| polynomial_review_9-27.pdf |
| polynomial_practice_9-26.pdf |
| synthetic_division_9-25.pdf |
| operations_on_polynomials_practie_9-22.pdf |
| long_division_9-21.pdf |
| multiplication_of_polynomials_9-20.pdf |
| multiplication_of_polynomials_9-19.pdf |
| rules_for_exponents_9-18.pdf |
| rules_for_exponents_9-15.pdf |
| unit_1_review_9-14.pdf |
| unit_1_review_9-13.pdf |
| unit_1_review_9-12.pdf |
| unit_1_review_9-11.pdf |
| absolute_value_inequalities_practice_9-8.pdf |
| absolute_value_inequalities_9-7.pdf |
| squeeze_theorem_9-6.pdf |
| absolute_value_equations_9-5.pdf |
| inequality_practice_9-1.pdf |
| compound_inequalities_8-31.pdf |
| inequalities_8-30.pdf |
| operations_on_sets_8-29.pdf |
| operations_on_sets_8-28.pdf |
| introduction_to_sets_8-25.pdf |
| literal_equations_practice_8-24.pdf |
| literal_equations_practice_8-23.pdf |
| literal_equations_8-22.pdf |
| solving_equations_8-21.pdf |
| equation_practice_8-18.pdf |
| opening_day_practice_8-17.pdf |
| cp_algebra_ii_syllabus.pdf |
