Mon 3/14: Exponent rules and radicals
Tue 3/15: Simplifying roots. HW p. 377 #9-22
Wed 3/16: Practice simplifying roots and using exponent rules
Thu 3/17: Quiz
Tue 3/15: Simplifying roots. HW p. 377 #9-22
Wed 3/16: Practice simplifying roots and using exponent rules
Thu 3/17: Quiz
Mon 3/7: Dividing polynomials with synthetic division
Tue 3/8: Practice dividing polynomials. Retake Day
Wed 3/9: Synthetic division for students on retreat.
Thu 3/10: Practice dividing polynomials and picking apart polynomials
Fri 3/11: Quiz
Tue 3/8: Practice dividing polynomials. Retake Day
Wed 3/9: Synthetic division for students on retreat.
Thu 3/10: Practice dividing polynomials and picking apart polynomials
Fri 3/11: Quiz
Mon 2/29: Wellness Week
Tue 3/1: Quiz
Wed 3/2: Roots of higher order polynomial functions and Fundamental Theorem of Algebra
Thu 3/3: Expanding polynomials from roots
Fri 3/4: Dividing polynomials
Tue 3/1: Quiz
Wed 3/2: Roots of higher order polynomial functions and Fundamental Theorem of Algebra
Thu 3/3: Expanding polynomials from roots
Fri 3/4: Dividing polynomials
Mon 2/22: Practice using the quadratic formula to solve quadratic equations and introduce imaginary numbers.
Tue 2/23: Explore the concept of imaginary numbers especially as they apply to quadratics.
Thu 2/25: Continue exploring imaginary numbers and their relationship to quadratics equations
Fri 2/26: Practice solving quadratic equations with the quadratic formula, factoring, and completing the square.
Tue 2/23: Explore the concept of imaginary numbers especially as they apply to quadratics.
Thu 2/25: Continue exploring imaginary numbers and their relationship to quadratics equations
Fri 2/26: Practice solving quadratic equations with the quadratic formula, factoring, and completing the square.
Tue 2/16: Special cases of factoring quadratics (difference of squares, the form (a+b)^2,)
Wed 2/17: Practice graphing parabolas from vertex form, finding x-intercepts, and factoring
Thu 2/18: Quiz
Fri 2/19: Other methods of solving quadratics (Completing the Square, Quadratic formula)
Wed 2/17: Practice graphing parabolas from vertex form, finding x-intercepts, and factoring
Thu 2/18: Quiz
Fri 2/19: Other methods of solving quadratics (Completing the Square, Quadratic formula)
Mon 2/8: Quadratics graphs and vertex form. Converting from vertex to standard form. Introduction to x-intercept form.
Tue 2/9: Continue with x-intercept form and converting among the three forms including factoring.
Wed 2/10: Practice factoring
Thu 2/11: More factoring
Tue 2/9: Continue with x-intercept form and converting among the three forms including factoring.
Wed 2/10: Practice factoring
Thu 2/11: More factoring
Mon 2/1: Begin solving systems of equation by graphing and substitution. HW p. 120 #1-9, p. 128 #1-12
Tue 2/2: Continue solving systems of equations with elimination and matrices.
Wed 2/3: Learn the final method for solving systems of equations and practice all the methods together.
Thu 2/4: Practice solving systems of equations using the five methods we've learned in class: Graphing, Substitution, Elimination, Inverse Matrices, RREF
Fri 2/5: Quiz
Tue 2/2: Continue solving systems of equations with elimination and matrices.
Wed 2/3: Learn the final method for solving systems of equations and practice all the methods together.
Thu 2/4: Practice solving systems of equations using the five methods we've learned in class: Graphing, Substitution, Elimination, Inverse Matrices, RREF
Fri 2/5: Quiz
Mon 1/25: Applying transformations to the graph of absolute value and extend to inequalities.
Tue 1/26: Transform lines and graph as equations and inequalities..
Wed 1/27: Graph systems of linear inequalities.
Thu 1/28: Quiz
Fri 1/29: Begin solving systems of equations by graphing, substitution, and elimination.
Tue 1/26: Transform lines and graph as equations and inequalities..
Wed 1/27: Graph systems of linear inequalities.
Thu 1/28: Quiz
Fri 1/29: Begin solving systems of equations by graphing, substitution, and elimination.
Tue 1/19: Look at combinations of transformations and begin working with parent functions.
Wed 1/20: Continue to practice transforming parent functions.
Thu 1/21: Practice for quiz over transforming functions composed of points.
Fri 1/22: Quiz
Wed 1/20: Continue to practice transforming parent functions.
Thu 1/21: Practice for quiz over transforming functions composed of points.
Fri 1/22: Quiz
Mon 1/11: Review linear functions and slopes
Tue 1/12: Continue looking at linear functions
Wed 1/13: Explore function transformation using Desmos to discover how multiplying or adding in different positions affects the graph.
Thu 1/14: Practice with translations of various base functions.
Fri 1/15: Extend translations to transformations including dilations for various base functions.
Tue 1/12: Continue looking at linear functions
Wed 1/13: Explore function transformation using Desmos to discover how multiplying or adding in different positions affects the graph.
Thu 1/14: Practice with translations of various base functions.
Fri 1/15: Extend translations to transformations including dilations for various base functions.
Mon 1/4`: The learner will begin with a review of solving equations and inequalities involving linear polynomials and absolute values. HW: p. 21 #1-25, p. 29 #1-34, p. 36 #34-53
Tue 1/5: Look deeper at absolute value equations and inequalities.
Wed 1/6: .Continue working with absolute value inequalities and introduce functions vs. relations.
Thu 1/7: Review and practice for tomorrow's quiz over solving equations and inequalities involving linear polynomials and absolute values.
Fri 1/8: Quiz
Tue 1/5: Look deeper at absolute value equations and inequalities.
Wed 1/6: .Continue working with absolute value inequalities and introduce functions vs. relations.
Thu 1/7: Review and practice for tomorrow's quiz over solving equations and inequalities involving linear polynomials and absolute values.
Fri 1/8: Quiz