Checkmate PYQs + CBQs Mathematics For CBSE Class 10 | By Nitika Bisla & Rakesh Pandey | 2026 Edition | Arihant Publication ( English Medium )

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Checkmate PYQs + CBQs Mathematics For CBSE Class 10 | By Nitika Bisla & Rakesh Pandey | 2026 Edition | Arihant Publication ( English Medium ).

The Checkmate PYQs + CBQs Mathematics For CBSE Class 10 is a comprehensive guide designed to help students prepare for their Class 10 mathematics exams. Authored by Nitika Bisla and Rakesh Pandey, this book is the 2026 edition published by Arihant Publications in English medium. This book covers all the important topics and concepts prescribed in the CBSE Class 10 mathematics syllabus. It includes a wide range of practice questions, including previous year's question papers (PYQs) and case-based questions (CBQs). These questions are carefully selected to help students understand the exam pattern and practice effectively. The book is divided into chapters that cover various topics such as algebra, geometry, trigonometry, statistics, and more. Each chapter begins with a brief introduction to the topic followed by detailed explanations of concepts and solved examples. The PYQs and CBQs are provided at the end of each chapter to test the student's understanding and application of the concepts learned. In addition to practice questions, the book also includes tips and tricks for solving mathematical problems quickly and accurately. These strategies can help students improve their problem-solving skills and boost their confidence before exams. Overall, Checkmate PYQs + CBQs Mathematics For CBSE Class 10 is a valuable resource for students preparing for their Class 10 mathematics exams. With its extensive coverage of topics, ample practice questions, and helpful tips, this book can help students score well in their exams and build a strong foundation in mathematics.

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Product Details

SKU / BOOK Code:	AP-Checkmate-Math-CBSE-C-10(E)
Publisher:	Arihant Publication
Author:	Nitika Bisla & Rakesh Pandey
Binding Type:	Paperback
No. of Pages:	326
ISBN-10:	9370781803
ISBN-13:	978-9370781801
Edition:	2026 Edition
Language:	English Medium
Publish Year:	2025-10
Weight (g):	1000
Product Condition:	New
Reading Age:	Above 10 Years
Country of Origin:	India
Genre:	Textbooks & Study Guides
Manufacturer:	Arihant Publication
Importer:	Arihant Publication
Packer:	Fullfilled by Supplier

Product Description

Checkmate PYQs + CBQs Mathematics For CBSE Class 10 | By Nitika Bisla & Rakesh Pandey | 2026 Edition | Arihant Publication ( English Medium ).

The Checkmate PYQs + CBQs Mathematics For CBSE Class 10 is a comprehensive guide designed to help students prepare for their Class 10 mathematics exams. Authored by Nitika Bisla and Rakesh Pandey, this book is the 2026 edition published by Arihant Publications in English medium. This book covers all the important topics and concepts prescribed in the CBSE Class 10 mathematics syllabus. It includes a wide range of practice questions, including previous year's question papers (PYQs) and case-based questions (CBQs). These questions are carefully selected to help students understand the exam pattern and practice effectively. The book is divided into chapters that cover various topics such as algebra, geometry, trigonometry, statistics, and more. Each chapter begins with a brief introduction to the topic followed by detailed explanations of concepts and solved examples. The PYQs and CBQs are provided at the end of each chapter to test the student's understanding and application of the concepts learned. In addition to practice questions, the book also includes tips and tricks for solving mathematical problems quickly and accurately. These strategies can help students improve their problem-solving skills and boost their confidence before exams. Overall, Checkmate PYQs + CBQs Mathematics For CBSE Class 10 is a valuable resource for students preparing for their Class 10 mathematics exams. With its extensive coverage of topics, ample practice questions, and helpful tips, this book can help students score well in their exams and build a strong foundation in mathematics.

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