This course is focused on practical skills and essential consumer topics such as basic accounting, checking and savings accounts, mortgage and personal finance, among others, to prepare the students to learn and apply math skills and operations on their everyday life. The main objective of the course is to help students understand fundamental accounting concepts and principles, as well as to develop the capability to perform the basic accounting functions: the recognition, valuation, measurement and recording of the most common business transactions and the preparation of accounting statements.

The student will be able to recognize, understand and demonstrate comprehension based on: operation with real numbers, solving linear equations and inequalities , working with quadratic functions and polynomials, working with rational expressions, radicals and rational exponents, working with irrational and complex numbers, working with exponential and logarithmic functions and working with sequences and series.

The student will be able to recognize, understand and demonstrate comprehension based on: operation with real numbers, solving linear equations and inequalities , working with quadratic functions and polynomials, working with rational expressions, radicals and rational exponents, working with irrational and complex numbers, working with exponential and logarithmic functions and working with sequences and series.

In this course, the student will learn in depth all calculus subjects that are taught in most universities, including: limits, continuity, derivatives, implicit differentiation, logarithms differentiation, higher order derivatives, related rates, optimization, first and second derivative tests, curve sketching, application to physics (position, velocity and acceleration), differentials, linearization, antiderivatives, Riemann sums, first fundamental theorem of calculus; using Integrals to estimate areas and volumes, second fundamental theorem of calculus, differential equations, and using calculus to solve real-life problems.

The student will be able to recognize, understand and demonstrate comprehension based on: Equations and Inequalities (graphing linear equations and inequalities, graphing quadratic equations and nonlinear inequalities) Functions and their graph (Domain and Range, Parent functions and its transformations, operation with functions, combination of functions, one to one functions and inverse), Polynomial functions, Rational functions, Exponential and logarithmic functions, Trigonometry (angle measure, right triangle trigonometry, graphs of trigonometric functions, trigonometric equations, trigonometric identities, solving non-right triangles using the law of sines and cosines) and Analitic geometry (circles, parabolas, ellipses, and hyperbolas)

The student will be able to recognize, understand and demonstrate comprehension based on: Points, Lines, Planes, Segments, Angles, Reasoning and proof, Parallel and Perpendicular lines, Triangles (congruency and similarity), Polygons ( Parallelograms, Special parallelograms, Trapezoids), Right triangles (special right triangles, right triangle similarity and right triangle trigonometry); Solids (surface area and volumes), Circles, Transformations and Geometric Probability.

The student will be able to recognize, understand and demonstrate comprehension based on: Points, Lines, Planes, Segments, Angles, Reasoning and proof, Parallel and Perpendicular lines, Triangles (congruency and similarity), Polygons ( Parallelograms, Special parallelograms, Trapezoids), Right triangles (special right triangles, right triangle similarity and right triangle trigonometry); Solids (surface area and volumes), Circles, Transformations and Geometric Probability.

During this course the student will learn and practice advance algebra subjects such as: general knowledge of functions (identify functions and non-functions, domain, range, intervals where the function is increasing, decreasing or constant ,finding maxima and minima points, inverse functions, symmetry of functions, even and odd functions, transformations and others) , linear functions, quadratic functions, polynomial functions, rational functions, exponential functions, logarithms functions, direct and inverse variations, non linear inequalities, trigonometric functions, trigonometric identities and equations, trigonometric graphs, inverse of trigonometric functions, law of sine and cosine, matrices, systems of equations, sequences and analytic geometry

During this course the student will learn and practice advance algebra subjects such as: general knowledge of functions (identify functions and non-functions, domain, range, intervals where the function is increasing, decreasing or constant ,finding maxima and minima points, inverse functions, symmetry of functions, even and odd functions, transformations and others) , linear functions, quadratic functions, polynomial functions, rational functions, exponential functions, logarithms functions, direct and inverse variations, non linear inequalities, trigonometric functions, trigonometric identities and equations, trigonometric graphs, inverse of trigonometric functions, law of sine and cosine, matrices, systems of equations, sequences and analytic geometry

The students will practice the math skills and basic math knowledge they need to take the math sections of the SAT test, including: numbers and operations, basic algebra, ratios, rates, proportions, percents, probability, statistic, sequences, series, combination, permutations, fundamental counting principle, set theory, logic and functions.

The course is designed to provide the student with a clear understanding of basic statistical techniques. Topics include: Descriptive statistics - measures of central tendency, measures of dispersion. Probability - basic rules of probability, joint and marginal probabilities. Statistical modeling - normal and binomial distributions, sampling distributions. Inferential statistics - estimating means and proportions, hypothesis tests, regression and correlation.