* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project
Download MAT 086
Euclidean geometry wikipedia , lookup
Gröbner basis wikipedia , lookup
History of geometry wikipedia , lookup
Cartesian coordinate system wikipedia , lookup
System of polynomial equations wikipedia , lookup
Rational trigonometry wikipedia , lookup
Analytic geometry wikipedia , lookup
Pre-Algebra MAT 086 Course Information Textbook Information Title: Author: Publisher: ISBN: Developmental Mathematics, Basic Mathematics, and Algebra, 3rd edition Lial, Hornsby, McGinnis, Salzman, Hestwood Pearson 978-0-321-85446-9 Sections to Cover (Revised 9/2014) Chapter or Appendix Section Chp. 7 Chp. 9 All All Chp. 10 Chp. 11 Chp 12 Topic Notes Geometry The Real Number System Equations, Inequalities, and All Exclude 10.4 Applications 11.1 Reading Graphs Graphing Linear Equations in 11.2 Two Variables 11.3 Slope of a line Supplement Midpoint and Distance Formula 12.1 Add and Subtract Polynomials 12.2 Product and Power Rules By monomial 12.3 Multiplying Polynomials only Dividing a polynomial by a 12.6 monomial MAT 086 (Revised) Learning Outcomes 1. (Synthesis Level) Perform the basic operations with numbers of the real number system by applying mathematical rules. 2. (Application Level) Use basic geometry concepts to solve problems involving perimeter, area, and volume of geometric figures. 3. (Evaluation Level) Evaluate the measures of angles utilizing definitions and theorems involving angles, including vertical, right, corresponding, complementary, and supplementary angles. 4. (Application Level) Solve and apply simple linear equations and inequalities. 5. (Evaluation Level) Graph and interpret linear equations in the Cartesian Coordinate Plane by applying mathematical concepts such as the distance formula, midpoint formula and other formulas, and use mathematical terminology appropriately, including: slope, points, and intercepts. 6. (Analysis Level) Describe tendencies and make conjectures and predictions, and create table, bar, circle, and line graphs based on the data set. 7. (Evaluation Level) Evaluate the midpoint of and distance between two points in the Cartesian Coordinate Plane, and analyze data represented graphically. 8. (Synthesis Level) Perform the basic operations of polynomials. 9. (Application Level) Apply the laws of exponents, such as squared, cubed, to the power of X.