|
 |

|
 |
Course Description: These courses build and expand on the concepts learned in algebra. Students learn drawing graphs of figures and equations, differentiate between expressions, equations, inequalities, and absolute values, use the quadratic formula to write and solve quadratic equations and functions, solve radical functions, work with matrices, graphing exponential and logarithmic functions, and much more.
|
| |
|
 |
Course Description: In these courses, students learn in the first semester how to become familiar with basic algebraic concepts. The second semester course cover systems of equations and inequalities, exponents, factoring, polynomials, radical expressions, combinations, and permutations.
|
| |
|
 |
Course Description: These courses build and expand on the concepts learned in algebra. Students learn how to draw graphs of figures and equations, differentiate between expressions, equations, inequalities, absolute values, use the quadratic formula to write and solve quadratic equations.
|
| |
|
 |
Course Description: The courses emphasize the relationship between the various forms of a function: graphs, equations, tables, and verbal expressions. Calculus is the study of change. It is a place in mathematics where we begin examining the changing situations that surround us.
|
| |
|
 |
Course Description: Students meet, practice, and compare the major concepts and skills for collecting, analyzing, and drawing conclusions from data and random phenomena.
|
| |
|
 |
Course Description: This course is specifically designed for students who need to develop understanding and skill in using basic arithmetic.
|
| |
| Business and Consumer Math 1 & 2 |
|
|
|
 |
Course Description: Students learn math skills for various consumer related activities such as personal banking, investments, purchasing cars and homes, taxes, and insurance, etc.
|
| |
|
 |
Course Description: These courses are designed to provide an overview of mathematical analysis through the study of functions, which were introduced in the algebra courses.
|
| |
| Essential Mathematics, Algebra and Geometry Concepts |
|
|
|
 |
Course Description: This course is a review of high school geometry and algebra concepts to prepare for college courses or exit exams.
|
| |
| Essential Mathematics, Reasoning & Logical Consepts |
|
|
|
 |
Course Description: This course is an excellent math elective that goes beyond the boundaries of algebra and geometry.
|
| |
|
 |
Course Description: This course is designed to focus on a few of the fundamental financial concepts that students will eventually face in everyday financial situations, such as credit card purchases, vehicle purchases, sale items, sales tax, and even the purchase of a home.
|
| |
|
 |
Course Description: General Math is a transition from arithmetic to algebra.
|
| |
|
 |
Course Description: This course studies the fundamentals of geometry, including: points, segments, lines, angles, planes, parallel lines, perpendicular lines, polygons, quadrilaterals, circles, and triangles.
|
| |
| Integrated Mathematics 1 & 2 |
|
|
|
 |
Course Description: This course introduces the student to several branches of mathematics - algebra, geometry, trigonometry, statistics, discrete math and probability.
|
| |
| Mathematics of Money 1 & 2 |
|
|
|
 |
Course Description: Students use real-life situations using math to explore personal money issues, such as; earning power, savings, income tax, budgeting, etc.
|
| |
|
 |
Course Description: These courses provide an introduction to algebraic expressions and integers, decimals, factors, exponents, fractions, ratios and percents. This course provides a "bridge" between General Mathematics and First Year Algebra by building upon the mathematical concepts and skills students need.
|
| |
|
 |
Course Description: This course uses mathematical functions to identify the domain and range, form compositions, find inverses, graph, and solve real-world problems.
|
| |
|
 |
Course Description: This course provides a solid background in probability and statistics that can be used as the basis for data analysis and decision making.
|
| |
|
 |
Course Description: These courses begin work with measurements of angles in degrees and radians. Then the basic trigonometric functions, identities and laws are introduced.
|
| |
|