Abhinav Sharma - 7+ Years of Experience | Master Maths & Reasoning | Learn Smart, Score Better

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Online class via Zoom

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Years of Experience in Staff Selection Commission Exam Coaching

5

Teaching Experience in detail in Staff Selection Commission Exam Coaching

I have experience teaching Mathematics and Reasoning for Staff Selection Commission (SSC) examinations, with a strong focus on developing students’ conceptual clarity, calculation speed, accuracy, logical thinking, and exam-oriented problem-solving skills. In Mathematics, I cover the major topics relevant to SSC examinations, including Number System, Simplification, Percentage, Ratio and Proportion, Average, Profit and Loss, Simple and Compound Interest, Partnership, Mixture and Alligation, Time and Work, Pipes and Cisterns, Time, Speed and Distance, Algebra, Geometry, Mensuration, Trigonometry, Data Interpretation, and Arithmetic. I explain concepts from the basics and gradually take students towards SSC-level questions. I also teach efficient calculation techniques, shortcuts, and alternative approaches wherever they can help students save time while maintaining accuracy. I particularly focus on students with weak mathematical fundamentals. My approach is to strengthen their basic concepts first and then progressively introduce more challenging questions. I simplify complex problems into easy-to-understand steps and focus on helping students understand the logic behind formulas and methods rather than relying only on memorization. In Reasoning, I teach important SSC topics such as Analogy, Classification, Alphabet and Number Series, Coding-Decoding, Blood Relations, Direction Sense, Order and Ranking, Syllogism, Venn Diagrams, Mathematical Operations, Statement-Based Questions, Non-Verbal Reasoning, Figure-Based Questions, and other frequently asked reasoning concepts. I focus on developing logical thinking and the ability to identify patterns quickly and accurately. My teaching methodology is highly exam-oriented and practice-based. I make extensive use of SSC previous-year questions to familiarize students with recurring concepts, question patterns, difficulty levels, and the style of questions asked in SSC examinations. Regular topic-wise practice, timed exercises, doubt-solving, and mock-test analysis are an important part of my teaching process. I also emphasize time management, question selection, speed, and accuracy, which are crucial for maximizing scores in SSC examinations. I encourage students to analyze their mistakes, identify weak areas, and practice specifically to improve their performance. My overall objective is to make Mathematics and Reasoning simple, structured, and accessible, while equipping SSC aspirants with strong fundamentals, effective problem-solving techniques, and the confidence required to perform successfully in competitive examinations.

Class Location

Online class via Zoom

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Years of Experience in Bank Clerical Exam Coaching classes

5

Teaching Experience in detail in Bank Clerical Exam Coaching classes

I have experience in coaching students specifically for Bank Clerical competitive examinations, with a strong focus on Quantitative Aptitude, Reasoning Ability, and exam-oriented problem solving. My teaching approach is centered on building strong fundamentals first and then developing the speed and accuracy required for banking examinations. I regularly work on topics such as simplification, approximation, number series, percentages, ratio and proportion, averages, profit and loss, simple and compound interest, time and work, time-speed-distance, data interpretation, and arithmetic word problems. For Reasoning Ability, I focus on seating arrangements, puzzles, syllogism, inequalities, coding-decoding, blood relations, direction sense, alphanumeric series, order and ranking, and miscellaneous reasoning questions commonly asked in bank clerical exams. I emphasize short tricks, efficient calculation techniques, question selection, time management, and accuracy, while ensuring that students understand the underlying concepts rather than simply memorizing methods. I also use previous-year questions and exam-level practice to familiarize students with the actual pattern and difficulty level of banking examinations. A significant part of my teaching involves identifying individual weaknesses. For students who struggle with basic mathematics, I simplify concepts and gradually take them from foundational questions to exam-level problems. I also regularly assess students through practice sets and mock-test analysis, helping them identify their mistakes and improve their performance. My objective is to prepare students not only to solve questions correctly but also to solve them quickly and confidently under the time pressure of a Bank Clerical examination.

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Online class via Zoom

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Years of Experience in Railway Exam classes

5

Teaching Experience in detail in Railway Exam classes

I have experience in teaching Mathematics and Reasoning for Railway examinations, with a strong focus on helping aspirants develop conceptual clarity, calculation speed, accuracy, logical thinking, and effective exam-solving strategies required for competitive railway examinations. In Mathematics, I cover the important topics relevant to examinations conducted by the Railway Recruitment Boards (RRBs), including Number System, Simplification, LCM and HCF, Percentage, Ratio and Proportion, Average, Profit and Loss, Simple and Compound Interest, Time and Work, Pipes and Cisterns, Time, Speed and Distance, Algebra, Geometry, Mensuration, Trigonometry, Data Interpretation, Statistics, and basic Arithmetic. I explain concepts systematically, starting from fundamentals and gradually progressing towards examination-level questions. I also introduce quick calculation techniques and shortcuts wherever they help students improve their solving speed while maintaining accuracy. For students who struggle with basic mathematical concepts, I adopt a step-by-step approach to strengthen their foundation before moving to more challenging problems. I focus on understanding formulas, developing calculation skills, and teaching students how to identify the most efficient method for solving a particular question. This helps students become more confident and reduces calculation-based errors during the examination. In Reasoning, I teach topics such as Analogy, Classification, Number and Alphabet Series, Coding-Decoding, Blood Relations, Direction Sense, Mathematical Operations, Syllogism, Venn Diagrams, Order and Ranking, Statement-Based Questions, Puzzle and Arrangement-based questions, and Verbal and Non-Verbal Reasoning. My focus is on developing logical thinking and helping students recognize patterns quickly so that they can solve questions efficiently within the available time. My teaching methodology is highly exam-oriented and practice-based. I make extensive use of Railway previous-year questions to familiarize students with the actual question patterns, frequently tested concepts, difficulty levels, and recurring topics. Regular topic-wise practice, timed exercises, doubt-solving sessions, and mock-test analysis form an important part of my teaching process. I also emphasize time management, question selection, speed, and accuracy, which are essential for maximizing scores in Railway examinations. I encourage students to analyze their mistakes after every practice session and work specifically on their weaker areas. My overall objective is to make Mathematics and Reasoning simple, structured, and accessible, while equipping Railway exam aspirants with strong fundamentals, efficient problem-solving techniques, and the confidence required to perform effectively in competitive examinations.

Class Location

Online class via Zoom

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Years of Experience in Sainik School Entrance Coaching classes

6

Teaching Experience in detail in Sainik School Entrance Coaching classes

I have experience in teaching students for Sainik School Entrance Examination, with a particular focus on Mathematics and Intelligence/Reasoning, helping students develop strong fundamentals, logical thinking, problem-solving skills, speed, and accuracy required for the entrance examination. In Mathematics, I focus on the important concepts and question types relevant to the Sainik School entrance syllabus, including Number System, Arithmetic Operations, Fractions and Decimals, HCF and LCM, Ratio and Proportion, Percentage, Average, Profit and Loss, Simple Interest, Measurement, Geometry, Mensuration, Time and Work, Speed and Distance, and basic Algebra. My approach is to explain concepts in a simple and age-appropriate manner and gradually increase the difficulty level through regular practice. For Intelligence and Reasoning, I train students in areas such as Analogy, Classification, Series, Coding-Decoding, Direction Sense, Blood Relations, Ranking and Ordering, Pattern Recognition, Logical Reasoning, Venn Diagrams, Mathematical Reasoning, and non-verbal reasoning questions. I encourage students to identify patterns, understand relationships, and develop logical thinking rather than depending only on memorized techniques. Since Sainik School aspirants are generally young students, I maintain a student-friendly and interactive teaching approach. I break difficult concepts into smaller steps, use simple examples, and encourage students to ask questions and participate actively during classes. I pay particular attention to students who have weak fundamentals and work patiently to improve their confidence and understanding. My preparation methodology is strongly exam-oriented and practice-based. I use previous-year questions, topic-wise practice, timed exercises, and mock tests to familiarize students with the examination pattern and improve their performance. I also analyze common mistakes and help students improve their calculation accuracy, question-solving speed, and time management. Regular assessment is an important part of my teaching. I identify individual strengths and weaknesses and provide targeted practice accordingly. My objective is not only to help students achieve a good score in the Sainik School Entrance Examination but also to develop the mathematical foundation, reasoning ability, discipline, confidence, and problem-solving skills that will support them in their future academic journey.