Matric Mathematics Past Paper 2020

Complete guide to the Matric Mathematics paper from 2020. Understand the format, key topics, and how to prepare effectively.

Paper Overview

Total Marks
75
Duration
2.5 hours
Category
compulsory
Exam
Matric 2020

Paper Format

Three sections: MCQs (objective), short answer questions, and long answer questions covering algebra, geometry, trigonometry, and arithmetic.

Paper Pattern & Structure

Section A: 15 MCQs (15 marks). Section B: Short answer questions — attempt 12 from 16 (36 marks). Section C: Long answer questions — attempt 3 from 5 (24 marks). Total: 75 marks.

Key Topics Covered

Based on analysis of Matric Mathematics papers, these are the key topics that candidates should focus on:

1Algebraic expressions and factorization
2Linear and quadratic equations
3Ratio, proportion, and variation
4Matrices and determinants
5Trigonometric ratios and identities
6Geometry — circles, triangles, theorems
7Mensuration — area and volume
8Sets and functions
9Logarithms
10Coordinate geometry basics

Preparation Tips

Solve all textbook exercises completely — board exams draw heavily from textbook problems

Practice MCQs separately as they require quick problem-solving skills

Master algebraic manipulation and factorization — they appear across multiple chapters

Memorize geometry theorems with proofs and practice applying them

Solve 5 years of past papers from your specific board

Frequently Asked Questions

Which chapters are most important?

Algebra (factorization, equations), Geometry (circle theorems), and Trigonometry consistently carry the highest marks across all boards.

Is the paper the same for all boards?

No, each BISE sets its own paper. However, the syllabus and textbook are standardized by the province, so content is similar.

What is the passing mark?

33% (approximately 25 out of 75) is the minimum passing mark. For A+ grade, you need 80% or above.

Should I attempt all questions?

In sections B and C, you have choice. Attempt only the required number of questions but choose wisely — quality over quantity.