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Maths NCERT Solutions Science NCERT Solutions English NCERT Solutions Hindi NCERT Solutions Social Science –SST NCERT Solutions Sanksrit NCERT Solutions Economics NCERT Solutions Biology NCERT Solutions Why you Need to Read NCERT Books for Board Exams ...
NCERT Solution for Class 8: Maths & Science Solutions: Most of the fundamental concepts for various subjects are covered in Class 8. To understand each subject briefly and top the exam, it is necessary to practice all subjects thoroughly, including the questions from the in-text exercises. ...
Maths NCERT Solutions Science NCERT Solutions English NCERT Solutions Hindi NCERT Solutions Social Science –SST NCERT Solutions Sanksrit NCERT Solutions Economics NCERT Solutions Biology NCERT Solutions Why you Need to Read NCERT Books for Board Exams ...
Chapter 14: Factorisation = 12 Marks Chapter 15: Introduction To Graphs = 12 Marks For the upcoming Class 8 Maths examination, you can concentrate more on these chapters in Class 8th Maths NCERT Solutions to achieve good board scores.
The links below give chapter-by-chapter NCERT Solutions for Classes 6th, 7th, 8th, 9th, 10th, 11th, and 12th. Go through the NCERT Books and Solutions to learn how to answer the questions easily. NCERT 12th Maths Solutions We have provided a direct link to get NCERT Solutions for Class ...
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Total Questions: The chapter has a total of 18 questions. 8 are very easy, 6 slightly more difficult and 4 are tough sums.NCERT solutions for class 8 maths chapter 1 gives students an idea of how to use the number line to represent rationals. It also teaches students how to find a ...
Chapter-Specific NCERT Solutions for Class 10 Maths Given below are the chapter-wise NCERT Solutions for Class 8 Maths. You can use it as your 8th maths guide. Go through these chapter-wise solutions to be thoroughly familiar with the concepts. ...
Access NCERT Exemplar Solutions for Class 8 Mathematics Chapter 8 - Exponents and Powers Solved examples 1. Multiplicative inverse of 27is (a) 2–7 (b) 72 (c) – 27 (d) – 27 Ans:The Correct answer is (a). Multiplicative inverse of ${2^7} = \dfrac{1}{{{2^7}}} = {2^{ -...