Class 10th Maths Standard Official Sample Paper With Answers from CBSE for 2025-26


Your are buying an E-Book (PDF)
This will be sent as a link to your registered email id

Description:

This comprehensive solution book is designed to strengthen conceptual understanding of the number system, including rational numbers, irrational numbers, and real numbers. Specifically curated for Class 10 CBSE Maths Standard, the book provides clear explanations and step-by-step solutions, empowering students to solve problems with confidence and accuracy.

Why Choose This Real Numbers Book?

✅ Built for concept clarity with fully solved examples
✅ Strictly follows the latest CBSE 2025–26 curriculum
✅ Ideal for quick revision, school exams, and board preparation
✅ Explains core concepts like Euclid’s Division Lemma, HCF, LCM, and irrational numbers in simple language
✅ Contains important and exam-focused questions with answers

What’s Inside the Book?

✅ Complete solutions for problems based on Euclid’s Division Algorithm
✅ Deep explanation of irrational numbers and their proofs
✅ Practice on prime factorization and Fundamental Theorem of Arithmetic
✅ Chapter-wise important board questions curated for scoring high
✅ Practice sets with step-by-step answers for exam success

Who Should Use This Book?

✅ Class 10 CBSE students seeking a strong grasp of real numbers
✅ Teachers looking for trusted resources for classwork and tests
✅ Students preparing for the CBSE board exams or internal assessments
✅ Anyone needing a firm understanding of real numbers for higher studies

How to Use This Book Effectively

✅ Begin with concept explanations to build strong fundamentals
✅ Solve the guided examples before moving to unsolved exercises
✅ Revise and re-practice the important board questions
✅ Cross-check your answers with detailed solutions provided
✅ Use quick-reference notes for formulas and key properties before exams


Frequently Asked Questions (FAQs)

Answer: HCF = 12

Answer: √7 is irrational.

Answer: LCM = 120

Answer: Every composite number has a unique prime factorization.

Answer: Least number = 120