Mr Amit Kumar



🎓 Your Tutor:
👨‍🏫 Amit Kumar Behera
📘 M.Sc. Mathematics | GATE Qualified 2025 | CSIR NET 2025

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✨ What You’ll Learn:
📘 Concept in Simple Language
⚡ Shortcut Methods
✏️ Solved Examples
🧠 Practice Questions
🆓 Free PDF Notes

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Lecture 1 | Introduction to Algebra & Number Theory | Integers, Properties & Well-Ordering Set
Lecture 1 | Introduction to Algebra & Number Theory | Integers, Properties & Well-Ordering Set
Lecture 7 | Higher Order Derivatives | Calculus | Concept and Examples | Bsc Mathematics
Lecture 7 | Higher Order Derivatives | Calculus | Concept and Examples | Bsc Mathematics
Lecture 6 | Extreme Values of Functions | B.Sc Mathematics |Higher Order Derivatives | Calculus
Lecture 6 | Extreme Values of Functions | B.Sc Mathematics |Higher Order Derivatives | Calculus
Lecture 5 | Extreme Values of Functions | B.Sc Mathematics |Higher Order Derivatives | Calculus
Lecture 5 | Extreme Values of Functions | B.Sc Mathematics |Higher Order Derivatives | Calculus
Lecture 4 | Chain Rule and Examples | B.Sc Mathematics | Higher Order Derivatives | Calculus
Lecture 4 | Chain Rule and Examples | B.Sc Mathematics | Higher Order Derivatives | Calculus
Lecture 3 | Derivative formula and example | B.Sc Mathematics | Higher Order Derivatives | Calculus
Lecture 3 | Derivative formula and example | B.Sc Mathematics | Higher Order Derivatives | Calculus
Lecture 2 | Derivative as a Function & Non-Existence | B.Sc Mathematics| Higher Order Derivatives
Lecture 2 | Derivative as a Function & Non-Existence | B.Sc Mathematics| Higher Order Derivatives
Lecture 1 | Basic Concept Graphical Visualization of Derivative | Higher Order Derivative | Calculus
Lecture 1 | Basic Concept Graphical Visualization of Derivative | Higher Order Derivative | Calculus
Set Theory Result | Range of A union B | #settheory
Set Theory Result | Range of A union B | #settheory
6!! ? 6!!! ? 6!!!! ? | What is the value of 6 !! ? New competitive Exam Question
6!! ? 6!!! ? 6!!!! ? | What is the value of 6 !! ? New competitive Exam Question
Lectures 9 | Discrete Mathematics | Set Theory | Some important Results
Lectures 9 | Discrete Mathematics | Set Theory | Some important Results
Lectures 9 | Discrete Mathematics | Set Theory | Some important Results
Lectures 9 | Discrete Mathematics | Set Theory | Some important Results
Lecture 13: Hyperbolic Functions & Inverse Hyperbolic Functions (Part II)
Lecture 13: Hyperbolic Functions & Inverse Hyperbolic Functions (Part II)
Lecture 5 | Discrete Mathematics | Set Theory | Cartesian Product | Properties and Examples
Lecture 5 | Discrete Mathematics | Set Theory | Cartesian Product | Properties and Examples
Lecture 4 | Discrete Mathematics | Set Theory | Power Set | Cartesian Product of Sets| Semester 1
Lecture 4 | Discrete Mathematics | Set Theory | Power Set | Cartesian Product of Sets| Semester 1
Lecture 3 | Discrete Mathematics | Set Theory | Power Set | Semester 1
Lecture 3 | Discrete Mathematics | Set Theory | Power Set | Semester 1
Lecture 2 | Discrete Mathematics | Set Theory Explained with Definition & Examples | Semester 1
Lecture 2 | Discrete Mathematics | Set Theory Explained with Definition & Examples | Semester 1
Lectures 7 | CALCULUS | sech(x) and its properties with graph | The Hyperbolic Function | Semester 1
Lectures 7 | CALCULUS | sech(x) and its properties with graph | The Hyperbolic Function | Semester 1
Lectures 3 | CALCULUS | Sinh(x) and its properties with graph | +3 Mathematics Honours
Lectures 3 | CALCULUS | Sinh(x) and its properties with graph | +3 Mathematics Honours
+3 Mathematics Honours | CALCULUS | Lectures 2 | The Hyperbolic Function | Exponential Function
+3 Mathematics Honours | CALCULUS | Lectures 2 | The Hyperbolic Function | Exponential Function
+3 Mathematics Honours | CALCULUS | Lectures 1 | The Hyperbolic Function | Semester 1
+3 Mathematics Honours | CALCULUS | Lectures 1 | The Hyperbolic Function | Semester 1
Lecture 6 | Integration Of Trigonometric Function | Formula of Integration with proof | CHSE
Lecture 6 | Integration Of Trigonometric Function | Formula of Integration with proof | CHSE
Lecture 5। Integration । Exercise Discussion 20+ Question । Chse Odisha | NCERT Integration
Lecture 5। Integration । Exercise Discussion 20+ Question । Chse Odisha | NCERT Integration
Lecture 4 | Integration । Integration formula of exponential function| Concept and Examples
Lecture 4 | Integration । Integration formula of exponential function| Concept and Examples
Lecture 3 : Integration formula of x^n | Concept and Examples
Lecture 3 : Integration formula of x^n | Concept and Examples
Lecture 2 : Why integration is not unique but differentiation is unique
Lecture 2 : Why integration is not unique but differentiation is unique
Integration | Lecture 01 | Introduction and Definition | Amit Sir | Class 12 | NCERT | DIPLOMA
Integration | Lecture 01 | Introduction and Definition | Amit Sir | Class 12 | NCERT | DIPLOMA
Lecture 10 | Every Square Metrix Can Be Written As Sum Of Symmetric And Skew Symmetric Matrix
Lecture 10 | Every Square Metrix Can Be Written As Sum Of Symmetric And Skew Symmetric Matrix
Matrix | Lecture 09 | Symmetric and Skew Symmetric Matrix| Amit Sir | Class 12 | NCERT | DIPLOMA
Matrix | Lecture 09 | Symmetric and Skew Symmetric Matrix| Amit Sir | Class 12 | NCERT | DIPLOMA
CALENDAR TRICKS | What was the day on 15th August 1947 ? Amit Sir
CALENDAR TRICKS | What was the day on 15th August 1947 ? Amit Sir