Quantitative Aptitude (QA) is a vital section in most competitive exams. It assesses numerical ability, problem-solving skills, and mathematical reasoning, which are crucial for roles requiring analytical and decision-making capabilities. This section is particularly relevant for exams like UPSC CSAT, SSC, Banking, Railways, MBA entrances (CAT, XAT), and technical recruitments like GATE. Here’s an analysis of its significance:
Quantitative Aptitude tests:
Quantitative Aptitude is a key section in most competitive exams like SSC, Banking, UPSC (CSAT), CAT, and others. It evaluates your mathematical skills, numerical ability, and problem-solving capabilities. Here are comprehensive tips to help you prepare effectively:
CHAPTER |
NUMBER SYSTEMS |
Introduction |
Definition |
Short Cut Process |
The Concept of GCD (Greatest Common Divisor or Highest Common Factor) |
Shortcut for Finding the HCF |
The Concept of LCM (Least Common Multiple) |
Short Cut for Finding the LCM |
Divisibility |
Number of Zeroes in an Expression |
The Remainder Theorem |
Using Negative Remainders |
Another Important Point |
An Application of Remainder Theorem |
Base System |
PROGRESSIONS |
Arithmetic Progressions |
Geometric Progression |
Harmonic Progression |
Theorems Related with Progressions |
AVERAGES |
ALLIGATIONS |
PERCENTAGES |
PROFIT & LOSS |
INTEREST |
RATIO, PROPORTION AND VARIATION |
TIME AND WORK |
TIME, SPEED AND DISTANCE |
GEOMETRY AND MENSURATION |
COORDINATE GEOMETRY |
FUNCTIONS |
INEQUALITIES |
QUADRATIC AND OTHER EQUATIONS |
LOGARITHMS |
PERMUTATIONS AND COMBINATIONS |
PROBABILITY |
SET THEORY |