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NCERT Class 9 Mathematics PDF Download

 

NCERT Textbook NCERT Solutions
NCERT Textbook Chapter 1 - Number System, Class 9, Maths NCERT Solutions Chapter 1 - Number System (I), Class 9, Maths
NCERT Textbook Chapter 2 - Polynomials, Class 9, Maths NCERT Solutions Chapter 2 - Polynomials (I), Class 9, Maths
NCERT Textbook Chapter 3 - Coordinate Geometry, Class 9, Maths NCERT Solutions Chapter 3 - Coordinate Geometry, Class 9, Maths
NCERT Textbook Chapter 4 - Linear Equations in Two Variables, Class 9, Maths NCERT Solutions Chapter 4 - Linear Equation In Two Variables (I), Class 9, Maths
NCERT Textbook Chapter 5 - Introduction to Euclids Geometry, Class 9, Maths NCERT Solutions Chapter 5 - Introduction to Euclid's Geometry, Class 9, Maths
NCERT Textbook Chapter 6 - Lines and Angles, Class 9, Maths NCERT Solutions Chapter 6 - Lines And Angles (I), Class 9, Maths
NCERT Textbook Chapter 7 - Triangles, Class 9, Maths NCERT Solutions Chapter 7 - Triangles (I), Class 9, Maths
NCERT Textbook Chapter 8 - Quadrilaterals, Class 9, Maths NCERT Solutions Chapter 8 - Quadrilaterals (I), Class 9, Maths
NCERT Textbook Chapter 9 - Areas of Parallelograms, Class 9, Maths NCERT Solutions Chapter 9 - Areas of Parallelograms (I), Class 9, Maths
NCERT Textbook Chapter 10 - Circles, Class 9, Maths NCERT Solutions Chapter 10 - Circles (I), Class 9, Maths
NCERT Textbook Chapter 11 - Constructions, Class 9, Maths NCERT Solutions Chapter 11 - Constructions (I), Class 9, Maths
NCERT Textbook Chapter 12 - Heron's Formula, Class 9, Maths NCERT Solutions Chapter 12 - Heron's Formula (II), Class 9, Maths
NCERT Textbook Chapter 13 - Surface Area & Volumes, Class 9, Maths NCERT Solutions Chapter 13 - Surface Areas and Volumes, Class 9, Maths
NCERT Textbook Chapter 14 - Statistics, Class 9, Maths NCERT Solutions Chapter 14 - Statistics (I), Class 9, Maths
NCERT Textbook Chapter 15 - Probability, Class 9, Maths NCERT Solutions Chapter 15 - Probability, Class 9, Maths

 

Year Previous Year Papers
2016 Maths Past Year Paper SA-2(Set -1) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-2(Set -2) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-2(Set -3) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1 - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -1) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -2) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -3) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -4) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -5) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -6) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -7) - 2016, Class 9, CBSE
  Maths Past Year Paper SA-1(Set -8) - 2016, Class 9, CBSE
2015  
  Mathematics Past Year Paper SA-1(Set-1)- 2015, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-2)- 2015, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-3)- 2015, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-4)- 2015, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-3)- 2015, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-5)- 2015, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-6)- 2015, Class 9, CBSE
2014  
  Mathematics Past Year Paper SA-1(Set-1)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-2)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-3)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-4)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-5)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-6)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-7)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-1(Set-8)- 2014, Class 9, CBSE
  Mathematics Past Year Paper SA-2- 2014, Class 9, CBSE

 

Experiments
Area of the Circle is half the product of its Circumference & Radius, Class 9 Math
Area of Trapezium is Equal to half the Product of its Altitude & sum of its parallel Sides
Find the Least Common Multiple (LCM), Math, Class 9
Solving simultaneous equations, Math, Class 9
To explore Similarities & Differences in properties of the Quadrilaterals, Class 9 Math
To illustrate that Perpendicular Bisectors of the Sides of a Triangle Concur at a Point
To illustrate that the Internal Bisectors of the Angles of a Triangle Concur at a Point
To illustrate that the Medians of a Triangle Concur at a Point (called the Centroid), Math Class 9
To Show that the Area of a Triangle is half the product of the Base and the Height, Math Class 9
To show that the Area of Parallelogram is Product of its Base and Height, Class 9 Math
To show that the Area of Rhombus is half the Product of its Diagonals, Math, Class 9
To show that the figure obtained by joining the mid-points of consecutive sides, Math Class 9
To verify the mid-point theorem for a triangle, Math Class 9
The document NCERT Class 9 Mathematics is a part of Class 9 category.
All you need of Class 9 at this link: Class 9

FAQs on NCERT Class 9 Mathematics

1. What is NCERT Class 9 Mathematics?
Ans. NCERT Class 9 Mathematics refers to the mathematics textbook prescribed by the National Council of Educational Research and Training (NCERT) for students studying in Class 9. It covers various mathematical concepts and topics that are essential for students at this level.
2. What is the importance of NCERT Class 9 Mathematics?
Ans. NCERT Class 9 Mathematics textbook holds great importance as it provides a strong foundation in mathematics. It helps students understand various mathematical concepts, develop problem-solving skills, and prepares them for higher-level mathematics exams. Moreover, the textbook follows a logical and structured approach, making it easier for students to grasp the subject.
3. How to prepare for the Class 9 Mathematics exam?
Ans. To prepare for the Class 9 Mathematics exam, students can follow these steps: 1. Understand the syllabus and exam pattern: Familiarize yourself with the topics and weightage of marks for each chapter. 2. Create a study schedule: Divide your study time for each chapter and allocate more time for challenging topics. 3. Study from the NCERT textbook: Read and understand each chapter thoroughly. Solve the examples and exercise questions given in the textbook. 4. Practice regularly: Solve additional practice questions, previous year question papers, and sample papers to enhance your problem-solving skills. 5. Seek help when needed: If you are facing any difficulties, don't hesitate to ask your teachers or classmates for help. You can also refer to online resources and video tutorials for better understanding. 6. Revise and take mock tests: Regularly revise the concepts and take mock tests to evaluate your preparation level and identify areas that need improvement.
4. Are there any online resources available for NCERT Class 9 Mathematics?
Ans. Yes, there are several online resources available for NCERT Class 9 Mathematics. Some popular websites include: 1. NCERT's official website: It provides free access to the NCERT textbooks, supplementary materials, and solutions. 2. Khan Academy: It offers video tutorials and practice exercises on various topics of Class 9 Mathematics. 3. Vedantu: It provides live online classes and doubt-solving sessions for Class 9 Mathematics. 4. TopperLearning: It offers study materials, sample papers, and video lessons for Class 9 Mathematics. 5. BYJU'S: It provides interactive video lessons, practice quizzes, and personalized learning programs for Class 9 Mathematics.
5. How can I score well in the Class 9 Mathematics exam?
Ans. To score well in the Class 9 Mathematics exam, follow these tips: 1. Understand concepts: Focus on understanding the underlying concepts rather than rote learning. It will help you solve problems more effectively. 2. Practice regularly: Solve a variety of problems from different sources to strengthen your problem-solving skills. 3. Time management: Divide your time wisely during the exam. Allocate sufficient time to each section and question, ensuring you complete the paper within the given time. 4. Revise thoroughly: Regularly revise the concepts and formulas. Make short notes or flashcards for quick revision. 5. Solve previous year question papers: Practice solving previous year's question papers to get familiar with the exam pattern and marking scheme. 6. Seek help when needed: Don't hesitate to ask your teachers or classmates for help if you are facing difficulties. Clear your doubts well in advance. 7. Stay calm and confident: Maintain a positive mindset, stay calm during the exam, and attempt the questions with confidence.
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