
You will learn the origin of 'x' - The beginning of a fascinating journey.
Learn how to solve equations by equating left and right sides and applying the same operations on both sides, including addition, subtraction, multiplication, division, distribution, factoring, and squaring.
The relationship and real world problems.
A brief intro to 2-D coordinates
Learn how combining equations solves linear systems, using x+y=1 and x−y=1 to show equality persists under addition and subtraction, yielding x=1 and y=0.
1. Beware of mismatching problems
2. When asked a combination, solve for that combination
Graphs and practical utility.
Identify the roots of a quadratic expression by locating where its graph intersects the x-axis, giving the solutions, with no real roots when the graph never crosses the axis.
Learn to factor quadratic expressions by methods—factorization and the quadratic formula—classify by a=1 or a≠1, factor into numbers summing to b, then set each factor to zero to find roots.
Reinforce factorization techniques for expressions with multiple variables, guiding you through breaking expressions into factors, solving for x, and embracing abstraction through focused practice.
A. Some important formulas
B. Single root quadratics
C. Division by zero
Explore the concept of functions by distinguishing independent and dependent variables, mastering function notation f(x), and evaluating functions through substitution and input examples.
Study inequalities by contrasting linear and quadratic cases, and master manipulation rules: add or subtract on sides, multiply or divide by positives, flipping with negatives when the sign is unknown.
... and so are Combining Inequalities
Finding the extreme values. And getting the hang of optimization.
Explore how to solve quadratic inequalities by factoring, locating roots on a number line, and testing representative values to identify valid intervals.
Learn to factor quadratic expressions, determine solution sets for inequalities, and interpret boundary points on the number line.
Explore how absolute values measure distance, solve inequalities, and express solution sets as unions on the number line.
Enhance data sufficiency skills for GMAT algebra through practice on x, y, and z relationships and absolute value problems. Learn pattern recognition to solve quiz questions efficiently.
Analyze practice quiz questions on statement sufficiency in GMAT algebra, including inequalities, not negative and not positive reasoning, progression rules, and an absolute-value inequality.
Practice quiz tutorial on solving GMAT algebra problems, focusing on data sufficiency with inequalities, translating word problems into algebra, and working with quadratic expressions.
Generally, around 25% of GMAT quantitative questions are classified as "Algebra questions". However, the number of questions on the GMAT that require the use of Algebra are much higher. And therefore it becomes absolutely essential that you master the art of manipulating Algebraic expressions.
This course is designed by a team of passionate GMAT instructors and is aimed at teaching almost every concept that you need to know in order to master GMAT Algebra. The entire course is neatly divided into various sections:
✔ Preliminaries
✔ Linear Equations
✔ Quadratic Equations
✔ Graph Theory
✔ Functions
✔ Inequalities
✔ Special Algebraic Questions
✔ Practice Quizes
✔ Solve over 100 original questions(including 45 Data Sufficiency questions) with guided tutorials
Sections have all the ingredients of a thorough training module:
☑ Content that delves deep into the conceptual part of GMAT Algebra
☑ Integrated practice that helps you feel comfortable with GMAT Algebra
☑ A healthy mixture of time-bound practice and no-time-limit quizes
☑ Extensive tutorials at the end of a practice session
☑ The entire course is structured to give you the IMMERSIVE LEARNING experience. The idea is to engross you into the course content till such time you master it.
The GMAT® is a registered trademark of the Graduate Management Admissions Council, which is not affiliated with this course.