The AP Inter 2nd Year Maths Model Paper 2026-27 provides the question format for Mathematics-II. The paper carries 100 marks and has a duration of 3 hours. It is divided into Sections A, B, C and D.
The model paper includes questions from relations and functions, matrices, calculus, differential equations, vectors, linear programming and probability, among other topics included in the paper. Students can use it to understand the marks distribution and practise different question types. It also gives an idea of how questions are distributed across the four sections. This can help students become familiar with the paper structure before the examination.
The following table provides the basic details of the AP Inter 2nd Year Maths Model Paper 2026-27.
|
Particulars |
Details |
|
Subject |
Mathematics-II |
|
Academic Level |
Second Year |
|
Model Paper |
Mathematics-II |
|
Maximum Marks |
100 |
|
Exam Duration |
3 Hours |
|
Number of Sections |
4 |
|
Sections |
A, B, C and D |
The AP Inter 2nd Year Maths Model Paper 2026-27 includes different types of Mathematics questions from topics such as relations and functions, matrices, calculus, differential equations, vectors, linear programming and probability.
Section A includes questions that require students to identify the correct answer or find a direct value. The questions cover relations, matrices, differentiation, integration, linear programming, probability, differential equations and vectors.
Section B includes short-answer questions based on functions, matrices, determinants, differentiation, integration, differential equations, scalar and vector quantities, collinearity and probability.
Section C includes questions based on equivalence relations, inverse trigonometric functions, matrices, differentiation, integration, graphs, vectors, linear programming and probability.
Section D includes longer questions involving matrix methods, applications of differentiation, integration, differential equations, vectors, shortest distance between lines and probability.
The model paper includes questions from several Mathematics areas, drawn from both Part A and Part B of the syllabus. These questions are designed to test conceptual understanding as well as problem-solving skills across the following topics. Some examples are:
Relations and functions
Matrices and determinants
Differentiation and applications
Integration
Differential equations
Vectors
Linear programming
Probability
The questions range from finding values and derivatives to solving equations, evaluating integrals and solving application-based problems.
The Mathematics-II model paper is divided into four sections. Section A contains 1-mark questions, Section B has 2-mark questions, Section C includes 4-mark questions, and Section D consists of 8-mark questions.
|
Section |
Question Type |
Questions to Answer |
Marks |
|
Section A |
1-mark questions |
All 12 |
12 |
|
Section B |
2-mark questions |
All 10 |
20 |
|
Section C |
4-mark questions |
Any 7 |
28 |
|
Section D |
8-mark questions |
Any 5 |
40 |
|
Total |
— |
— |
100 |
Also Check:
Students can download the AP Inter 2nd Year Maths Model Paper 2026-27 PDF to practise the Mathematics-II question format. The model paper helps students understand the four-section structure, marks distribution and different types of questions.
Students can use the model paper to become familiar with the Mathematics-II question structure and marks distribution.
Check the section-wise marks: Note the marks assigned to each section.
Practise different question types: Work through 1-mark, 2-mark, 4-mark and 8-mark questions.
Revise the listed topics: Practise questions from the areas covered in the model paper.
Work on longer questions: Practise the questions in Sections C and D, which carry higher marks.
Review calculations: Check each step while solving numerical and application-based questions.
The AP Inter 2nd Year Maths Model Paper 2026-27 gives students a clear understanding of the exam pattern, marks distribution and different question types. Practising the paper regularly can help students improve their problem-solving skills, accuracy and time management before the final examination.