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GRE® MATH Review is a concise and comprehensive course designed to quickly and efficiently review all the mathematical concepts needed for GRE. It is focused on helping you brush up on the mathematical concepts that are essential for both Problem Solving and Quantitative Comparison questions of GRE Quantitative Reasoning section. It presents all the ideas into bite-size topics for fast and easy review. GRE MATH provides you with everything you need to master GRE math: definitions of all mathematical terms, explanation for all core ideas, all important formulas and equations, useful tricks and shortcuts. Each topic page contains the core concept along with examples and helpful reminder to watch out for the common mistakes.
To fit your busy schedule, GRE MATH Review is designed to be quick and easy: you do not need to set aside a whole hour or more to study - all you need is a few minutes. Just work with one or two topics at a time: skip the ones you already know and focus only on the ones that you like to review. You can always mark a topic to revisit later. With GRE MATH you are in control: pick your pace and decide your own schedule.
GRE MATH Review has a total of 333 topics carefully selected to focus only on the essential but at the same time providing a comprehensive coverage of all the areas tested on GRE. The topics are from four subject areas.
1. Arithmetic: 142 topics covering all the core ideas such as properties of numbers, arithmetic operations, inequalities, absolute value, factors, multiples, prime factorization, divisibility rules, fractions, decimals, percentages, ratio, proportionality, rate, arithmetic average, powers and square roots, logarithms.
2. Algebra: 55 topics covering concepts of high school algebra such as variables, algebraic expressions, evaluating an expression, basic operation on monomials, binomials, and polynomials, factoring techniques for polynomials, system of linear equations and inequalities, solving quadratic equations, properties of radicals and fractional powers, rational expressions, roots of polynomials, functions, and graph of functions.
3. Geometry: 105 topics covering the basic concepts of plane geometry and coordinate geometry. Topics in plane geometry include definitions and properties of geometric figures such as lines, angles, triangles, quadrilaterals, polygons, and circles; relation between various angles and sides, parallel and perpendicular lines, right angle triangles, Pythagorean theorem, area and perimeter of triangles, parallelograms, rectangles, squares, trapezoids, and circles; volume and surface area of 3D objects such as rectangular solids, cubes, cylinders, cones, and spheres. Topics in two-dimensional coordinate geometry cover ideas of real line, xy-plane, graph of points and lines, calculating distance, equations for lines, calculation of slopes, midpoints, y-intercept, parallel and perpendicular lines, equations of simple curves such as circle, ellipse, and parabola, translation and reflection.
4. Data Analysis: 31 topics covering required ideas from probability and statistics for data interpretation and analysis. The topics include sequence of numbers, arithmetic progression, geometric progression, median, mode, range, standard deviation, sets, union and intersection, counting principles, combination of choices, factorial, permutation, combination, probability, probability involving geometric figures, conditional probability.
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GRE® MATH Review
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