The 10th Class Math Annual Exams Pairing Scheme for 2025 is a crucial roadmap that outlines the distribution of topics and sections across the Mathematics syllabus. Understanding this scheme is vital for students aiming to excel in this subject.
MULTIPLE CHOICE QUESTIONS
CHAPTER# 1: 1 MCQs
CHAPTER# 2: 2 MCQs
CHAPTER# 3: 1 MCQs
CHAPTER# 4: 1 MCQs
CHAPTER# 5: 2 MCQs
CHAPTER# 6: 1 MCQs
CHAPTER# 7: 1 MCQs
CHAPTER# 8: 1 MCQs
CHAPTER# 9: 1 MCQs
CHAPTER# 10: 1 MCQs
CHAPTER# 11: 1 MCQs
CHAPTER# 12: 1 MCQs
CHAPTER# 13: 1 MCQs
Question #2: (Attempt Any 6 Questions)
CHAPTER # 1, Short Questions: 3
CHAPTER # 2, Short Questions: 3
CHAPTER # 3, Short Questions: 3
Question #3: (Attempt Any 6 Questions)
CHAPTER # 4, Short Questions: 2
CHAPTER # 5, Short Questions: 4
CHAPTER # 6, Short Questions: 3
Question #4: (Attempt Any 6 Questions)
CHAPTER # 7, Short Questions: 2
CHAPTER # 8, Short Questions: 1
CHAPTER # 9, Short Questions: 1
CHAPTER # 10, Short Questions: 1
CHAPTER # 11, Short Questions: 1
CHAPTER # 12, Short Questions: 1
CHAPTER # 13, Short Questions: 2
LONG QUESTIONS
Q#5 (a) Chapter 1 ; (b) Chapter 2
Q#6 (a) Chapter 3 ; (b) Chapter 4
Q#7 (a) Chapter 5 ; (b) Chapter 6
Q#8 (a) Chapter 7 ; (b) Chapter 13
Q#9 (a) Chapter 9 (Theorem) ; (b) Chapter 12 (Theorem)
Overview of the Syllabus Structure:
The Mathematics syllabus for the 10th Class typically includes components such as:
Algebra: Covering topics such as polynomials, linear equations, quadratic equations, and arithmetic progression.
Geometry: Including concepts related to triangles, circles, coordinate geometry, and mensuration.
Trigonometry: Involving trigonometric identities, heights and distances, and applications of trigonometry.
Calculus: Introducing basic concepts of differentiation and integration (for some educational boards).
Breakdown of Pairing Scheme:
For the 10th Class Math Annual Exams in 2024, the pairing scheme might entail a detailed allocation of topics and sections, incorporating various mathematical concepts. It may include:
Algebra Pairing:
Emphasis on fundamental algebraic concepts like factorization, equations, and arithmetic progression.
Comprehensive understanding of algebraic identities and their applications in problem-solving.
Geometry Pairing:
In-depth study of geometric theorems, properties of shapes, and coordinate geometry.
Application-based problems focusing on area, perimeter, and the relationship between various geometrical figures.
Trigonometry Pairing:
Exploration of trigonometric ratios, identities, and their applications in solving real-world problems.
Practical problems related to heights and distances using trigonometric principles.
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