Welcome to the Class 10 HCF & LCM Masterclass, designed for students who want to strengthen their mathematical foundation and improve their problem-solving skills. Whether you are preparing for school exams, board exams, scholarship tests, or competitive exams, this session will help you master one of the most important topics in mathematics.

In this class, you will learn the concepts of Highest Common Factor (HCF) and Least Common Multiple (LCM) from the basics to an advanced level. We will cover prime factorization, division method, relationship between HCF and LCM, word problems, shortcut techniques, and common exam tricks. You will also practice previous year questions (PYQs), board-level questions, and twisted conceptual problems to build confidence and improve speed.

This masterclass is ideal for Class 10 students, as well as students of Classes 8 and 9 who want to build a strong foundation. The session is interactive, and every concept will be explained with easy examples and step-by-step solutions.

Students should bring a notebook, pen or pencil, and a calculator is not required. Basic knowledge of factors, multiples, and prime numbers will be helpful, but all essential concepts will be revised before moving to advanced questions.

By the end of this masterclass, you will have complete conceptual clarity, faster problem-solving techniques, and the confidence to solve HCF & LCM questions accurately in your exams.

About the Trainer

5 Avg Rating

11 Reviews

13 Students

3 Courses

Jitendra Kumar Sharma

Master of Science (M.Sc.)

10 Years of Experience

I am a Mathematics educator with more than 10 years of teaching experience, dedicated to helping students from Classes 9 to 12 develop a strong understanding of Mathematics. I believe that every student can excel in the subject when concepts are explained clearly and systematically. My goal is to make Mathematics simple, engaging, and enjoyable while helping students improve their problem-solving abilities and achieve excellent academic results.

I hold a Master of Science (M.Sc.) degree in Mathematics, which has provided me with a strong foundation in both fundamental and advanced mathematical concepts. My academic background enables me to explain topics in a logical and structured manner, making even challenging concepts easier for students to understand. I focus on helping learners build confidence by strengthening their fundamentals before moving on to more complex applications.

Over the past decade, I have taught numerous students from Classes 9 to 12, guiding them through school curricula, board examinations, and higher-level mathematical concepts. Throughout my teaching journey, I have helped students improve their analytical thinking, calculation accuracy, and confidence in solving mathematical problems. I believe that consistent practice and conceptual clarity are the keys to mastering Mathematics.

My teaching methodology is personalized to suit the learning pace and academic needs of each student. Every class follows a well-structured lesson plan designed to ensure systematic coverage of the syllabus. I encourage active participation through interactive discussions, concept-based explanations, and step-by-step problem-solving techniques that help students understand not only how to solve a problem but also the reasoning behind each method.

To make learning more effective, I incorporate regular practice sessions, periodic assessments, and continuous revision into my classes. I also conduct dedicated doubt-clearing sessions to ensure that students gain complete confidence in every topic. During online sessions, I use PowerPoint presentations and a digital whiteboard to explain concepts visually, solve numerical problems clearly, and keep lessons interactive and engaging.

I offer both online and offline classes, providing flexibility to meet the needs of different learners. My aim is to create a supportive and motivating learning environment where students feel encouraged to ask questions, think logically, and continuously improve their performance. I am committed to helping every student build a strong mathematical foundation, perform exceptionally well in examinations, and develop skills that will benefit them throughout their academic journey.