XAT 2026 Formulas PDF: The Xavier Aptitude Test (XAT) sees over 1.4 lakh applicants every year, making it one of the most competitive MBA entrance exams in India. Quantitative Ability and Data Interpretation sections play a key role in scoring well. On average, around 15–16 questions come from QA and 12–13 from DI, contributing significantly to the overall score. Accuracy, calculation speed, and conceptual clarity are essential.
An XAT Formula PDF becomes a valuable tool for daily revision. It helps avoid searching through multiple resources and ensures candidates stay focused on high-yield areas. A concise, updated formula sheet improves time management and boosts confidence during the final exam attempt.
XAT 2026 Formulas PDF
Many candidates waste valuable time searching for quant formulas on various blogs or YouTube videos, often ending up frustrated and confused. To make things easier for you, Cracku has put together a comprehensive XAT Formula PDF that includes all the essential formulas and shortcut tricks to help you solve questions more quickly. You can download the PDF directly using the button below and streamline your preparation.
XAT 2026 Important QADI Topics
| Column 1 | Column 2 |
| Geometry and Mensuration | Remainder Theorem |
| Time, Speed, Distance, and Work | Set Theory and Venn Diagrams |
| Number Systems | Mixtures and Alligations |
| Ratio and Proportion | Progressions and Series |
| Logarithms, Surds, and Indices | Inequalities |
| Permutations and Combinations | Quadratic Equations |
| Simple and Compound Interest | Linear Equations |
| Profit and Loss, Discount |
Also Read, XAT Exam Analysis 2026
Why is an XAT Formula PDF Important?
A formula PDF is a crucial resource that supports strategic preparation and time-efficient revision.
- Quick Revision
A single sheet includes all essential formulas across topics. - Time Management
Formula familiarity reduces problem-solving time during the exam. - Enhanced Accuracy
A reference guide prevents careless mistakes under pressure. - Improved Retention
Daily review boosts long-term memory and conceptual clarity.
Also Read, XAT Syllabus 2026, Download QA, DI, LR, GK Syllabus PDF
How to Prepare Formulas for the XAT Exam
Preparing a personalized and effective formula sheet requires strategic effort and revision consistency.
- Collect formulas topic-wise from arithmetic, algebra, and geometry.
- Use uniform formatting with clear symbols and proper spacing.
- Categorize formulas to help with quick scanning and understanding.
- Revise every day, especially during the final preparation phase.
- Use practice XAT questions to reinforce correct formula usage.
- Eliminate rarely used or repetitive formulas from the sheet.
Also Read, XAT Application Form 2026, Important Dates, Documents, Fees
XAT Quantitative Aptitude Formula List
Arithmetic & Percentage
| Formula | Description |
| Profit% = (Profit / Cost Price) × 100 | Calculates profit percentage relative to cost price. |
| Loss% = (Loss / Cost Price) × 100 | Computes the loss incurred on the cost price. |
| Simple Interest = (P × R × T) / 100 | Interest based on principal, rate, and time. |
| Compound Interest = P × (1 + R/100)^n | Computes compound interest compounded annually. |
| Distance = Speed × Time | Key formula for time, speed, and distance problems. |
| Average Speed = Total Distance / Total Time | Used when speeds vary over different legs of a journey. |
Algebra & Progressions
| Formula | Description |
| x = (-b ± √(b² - 4ac)) / 2a | Finds the roots of a quadratic equation. |
| AM = (a + b) / 2 | Arithmetic Mean |
| GM = √(ab) | Geometric Mean |
| HM = (2ab) / (a + b) | Harmonic means. |
| nth term of AP = a + (n - 1)d | Finds a term in an arithmetic progression. |
| Sum of AP = (n / 2) × [2a + (n - 1)d] | Calculates the sum of an arithmetic progression. |
| nth term of GP = a × r^(n - 1) | Finds a term in a geometric progression. |
Geometry & Mensuration
| Formula | Description |
| Area = ½ × base × height | Measures the area of a triangle. |
| Area = π × r² | Circle Basic formula |
| Circumference = 2π × r | Standard metrics for a circle. |
| Volume = π × r² × h | Calculates cylinder volume. |
| Volume = (4/3) × π × r³ | Calculates the total volume of a sphere. |
| Pythagorean Theorem = a² + b² = c² | Used in right-angle triangles. |
Modern Math & Number Theory
| Formula | Description |
| nCr = n! / [r! × (n-r)!] | Formula for combinations. |
| nPr = n! / (n-r)! | Formula for permutations. |
| P(A ∪ B) = P(A) + P(B) - P(A ∩ B) | Probability of the union of two events. |
| Bayes’ Theorem | Used in conditional probability problems. |
| Euler’s Theorem | Used in number theory and modular arithmetic. |
How to Use the Formula PDF Effectively?
- Revise formulas daily to strengthen familiarity.
- Practice mock questions using only the formula sheet.
- Create visual aids like flashcards for faster recall.
- Keep the PDF on phone and desktop for easy access.
- Use the sheet during mock analysis to improve accuracy.
- Highlight formulas that require more frequent revision.
XAT 2026 Formula PDF: Conclusion
A high-scoring attempt in XAT requires clarity, precision, and preparation. A well-structured XAT Formula PDF serves as a dependable revision companion during the final preparation months. It streamlines the learning process, boosts confidence, and ensures every second counts during the exam. Platforms like Cracku offer a curated formula PDF backed by practice support. Practicing with this sheet daily enhances speed, improves calculation accuracy, and reduces last-minute stress. Maintain focus, revise consistently, and use formula resources smartly for maximum advantage.
