Class 12 Test Series Chapter-wise

Chapter-wise Tests

Overview

This page provides comprehensive Chapter-wise Tests. Practice Chapter-wise Tests for Class 12 Mathematics. Standard and Hard level tests for every chapter to boost your Board Exam preparation.

Select a chapter to practice. Each chapter includes a standard test for conceptual clarity and a hard test for advanced problem-solving.

Use these Class 12 Maths chapter-wise tests to revise the CBSE syllabus in manageable sections. The questions support practice across relations and functions, algebra, calculus, vectors and three-dimensional geometry, linear programming, and probability.

Start with the standard level to check definitions, formulas, and routine methods. Move to the hard level after reviewing mistakes, and write complete steps so that your algebra, reasoning, and final answers match board-exam expectations.

CBSE Class 12 Chapter-Wise Diagnostic Test Architecture

Chapter-wise diagnostic tests allow candidates to verify mastery of individual chapters before attempting combined unit evaluations. Each chapter provides two difficulty tiers:

Standard Practice Test (30-40 Mins): Focuses on NCERT core definitions, standard formula applications, and 1-mark/2-mark board question patterns.
Hard / HOTS Test (45 Mins): Features multi-concept problems, non-routine substitutions, and 4-mark/5-mark proofs designed for top percentile performance.

Recommended Revision Sequence:

Read Chapter Notes • Review NCERT Solutions • Attempt Past 10-Year PYQs

CBSE Class 12 Chapter Assessment Topics

Ch 1 Relations & Functions: Equivalence relations, one-one & onto mappings, composite functions.

Ch 2 Inverse Trig Functions: Principal value branch evaluations, domains, and ranges.

Ch 3 Matrices: Matrix multiplication, symmetric & skew-symmetric matrices, inverses.

Ch 4 Determinants: Minors, cofactors, adjoints, Cramer's rule, and Matrix Method for linear systems.

Ch 5 Continuity & Diff: Differentiability tests, chain rule, implicit and logarithmic differentiation.

Ch 6 Application of Derivatives: Rate of change, increasing/decreasing intervals, local maxima and minima.

Ch 7 Integrals: Standard substitution, partial fractions, integration by parts, definite integral properties.

Ch 8 Application of Integrals: Area bounded by curves, circles, parabolas, and straight lines.

Ch 9 Differential Equations: Order and degree, variable separable, homogeneous, and first-order linear DEs.

Ch 10 Vector Algebra: Magnitude, direction cosines, dot products, cross products, and projections.

Ch 11 3D Geometry: Vector equations of lines, angle between lines, and shortest distance between skew lines.

Ch 12 Linear Programming: Graphical formulation, bounded feasible regions, corner point optimization.

Ch 13 Probability: Conditional probability, multiplication rule, independent events, and Bayes' Theorem.