This section lays the foundation of higher mathematics. You will understand sets, relations, and functions in a very clear and visual manner. Special focus is given to identifying domains, ranges, and types of functions, which are frequently tested in AAI ATC MCQs. Trigonometric functions are introduced with clarity and graph-based understanding.

Algebra is one of the most important scoring areas in AAI ATC. This section focuses on building logical thinking and applying formulas correctly. Topics like permutations, combinations, binomial theorem, and sequences are taught step-by-step with real exam-level examples.

This section develops geometric visualization and analytical skills. Straight lines, conic sections, and 3D basics are explained using diagrams and formulas. You’ll learn how to quickly identify correct options using standard results and symmetry.

This section introduces calculus concepts that form the base for Class 12 mathematics. Limits and derivatives are explained conceptually so that students can understand rate of change and slope-based questions easily.

Statistics and probability are easy scoring and concept-based. This section helps you understand data representation, measures of central tendency, and probability fundamentals with simple examples and MCQ practice.

This section deepens your understanding of functions and introduces inverse trigonometric functions. Emphasis is placed on properties, domains, and standard results, which are frequently tested in competitive exams.

Matrices and determinants are formula-driven and highly scoring. This section teaches shortcut techniques and determinant properties that help solve questions quickly without lengthy calculations.

Calculus carries significant weight in AAI ATC. This section focuses on continuity, differentiability, integration, and differential equations with an MCQ-first approach. Applications are taught using stepwise logic.

This section builds spatial understanding using vectors and 3D geometry. Vector algebra is taught in a simplified manner, helping students solve geometry problems using algebraic techniques.

Linear programming is a conceptual and graph-based unit. This section focuses on formulating problems, plotting constraints, and finding optimal solutions in an easy and visual way.

This advanced probability section strengthens your understanding of random variables and events. The focus is on direct formula application and concept clarity, making it a reliable scoring unit.