Algebra and trigonometry paul a foerster classic edition day planner

Algebra and trigonometry paul a foerster classic edition day planner series#

Topics to be covered in College Algebra/Trigonometry include: 1) Linear and Quadratic Functions-complex numbers, graphs and systems 2) Polynomial Functions-graphs 3) General Functions-graphs, inverses, composition 4) Exponential and Logarithmic Functions-graphs 5) Trigonometry-circle and right triangle 6) Word Problems 7) Analytic Geometry(conic sections)-graphs, systems Optional topics-Matrices and Determinants, Sequences, Series, and Probability, Analytic Geometry in Three Dimensions, and limits with an Introduction to Calculus.Honors sections also do derivatives, anti-derivatives, and integrals.

Algebra and trigonometry paul a foerster classic edition day planner series#

The student applies the ideas learned to work challenging problems in order to prepare for Geometry.Д®VALUATION: Student evaluation is based on daily assignments, quizzes, and tests.Д¬OURSE CONTENT AND SCHEDULE OF INSTRUCTION: The text contains one chapter of Prerequisites, three chapters on functions and their graphs, three chapters on Trigonometry, one chapter on systems of equations and inequalities, one chapter on matrices, one chapter on sequences, series and probability, two chapters on Analytic Geometry, and one chapter on an introduction to Calculus. Also, supplemental material is provided to enhance the course.

There is a more in-depth study of topics and concepts. TEXTS: (Algebra I Regular) Algebra Structure and Method Book 1, Brown, Dolciani, Sorgenfrey, and Cole, Houghton Mifflin Company (Algebra I Honors) Merrill Algebra I Applications and Connections, Foster, Winters, Gell, Rath, and Gordon, McMillan / McGraw-Hill.Д¬OURSE OBJECTIVES: To develop proficiency with arithmetical and algebraic skills, to expand understanding of mathematical concepts, to improve logical thinking, and to promote success and interest in algebraic problem-solving.Д¬OURSE CONTENT: 1) Algebraic Language - variable expressions, equations, algebraic properties 2) Operations with signed numbers - number line positions, problem-solving, equations with multiple operations, ratios and percent 3) Inequalities - problem-solving, compound sentences, absolute value 4) Exponents - operations with nominals, word problems involving mixture 5) Polynomials - identification and operation 6) Factoring - greatest common factor, distributive property, difference of squares, perfect square trinomial, general trinomials, factoring by grouping, solving quadratic equations 7) Functions and graphs - relations, linear equations, slope-intercept form, standard form, systems of linear equations 8) Radicals - irrational roots, simplification, operations, Pythagorean theorem, distance formula 9) Quadratic Equations - graphing, parabolas, completing the square, quadratic formula, the discriminant, sum and product of roots 10) Rational Expressions - mixed expressions, complex fractions, operating with complex fractions, applications, direct and inverse variation, work problems Algebra I Honors: Honors Algebra uses a different text from Regular Algebra.