Table of contents | |
Day 1: Introduction | |
Day 2: Geometrical Meaning of the Zeroes of a Polynomial | |
Day 3: Relationship between Zeroes and Coefficients of a Polynomial | |
Day 4: Revision and Practice |
The chapter on "Polynomials" is a crucial topic in Class 10 Mathematics and plays a significant role in the board exams. A strong understanding of this chapter is essential, as it forms the foundation for various algebraic concepts in higher classes. In this study plan, we'll cover the key topics systematically to ensure a thorough grasp of the subject matter.
Note: You can adjust the timetable based on your pace, but maintain the sequence of topics for effective learning.
Study Tip: Utilize the Introduction to Polynomials resources on EduRev to enhance your understanding of this topic.
Study Tip: Refer to the chapter notes on Geometrical Meaning of the Zeroes of a Polynomial on EduRev for detailed explanations and examples.
Study Tip: Enhance your understanding of the relationship between zeroes and coefficients by referring to Polynomials resources on EduRev.
These resources will help you assess your understanding of the topics and prepare you effectively for the Class 10 board exams. Remember to consistently refer to the NCERT textbook and solve NCERT questions for a solid foundation.
Here are the important links and topic links for the "Polynomials" chapter categorized by their types:
Topic Links:
Resources and Study Material Links:
NCERT and Reference Material Links:
Practice and Question Links:
Revision and Testing Links:
You can use these categorized links for easy access to the specific resources and materials you need for your study and preparation of the "Polynomials" chapter in Class 10 Mathematics.
Happy studying!
116 videos|420 docs|77 tests
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1. What is the geometrical meaning of the zeroes of a polynomial? |
2. How do the zeroes of a polynomial relate to its coefficients? |
3. How can we find the zeroes of a polynomial given its equation? |
4. Can a polynomial have more zeroes than its degree? |
5. Is it possible for a polynomial to have no zeroes? |
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