Abhijeet Men Academy Amravati

Welcome to Abhijeet Men Academy!

Founded by Prof. Abhijeet Men (Ph.D. Pursuing, M.E, B.E - ExTC, University Topper), this channel is dedicated to providing Quality Education for students aspiring to excel in academics and competitive exams.

Here, you will find:

📍In-depth classes for 11th–12th Science, IIT-JEE (Mains + Advanced), NEET, and MHT-CET.
📍Comprehensive Lectures on Engineering Mathematics (M1, M2, M3, M4), Electrical Engineering, Engineering Mechanics, Signals & Systems, and more.
📍Tutorials for coding, Java, TOC, Numerical Methods, and PCB Design.
📍Practice-based problem-solving sessions with 100+ questions per lesson.
📍Revision series with unit-wise most important problems and mock tests.
📍Workshops on PCB Design & Project Development.
📍We focus on concept clarity, exam-focused preparation, and building a strong foundation in every subject. With consistent University Toppers and 100% success rates, Abhijeet Men Academy ensures you’re on the path to success.

Vector Calculus | Problems on Gradient, Divergence & Curl | Engineering Mathematics | Lecture 5

Vector Calculus | Problems on Gradient, Divergence & Curl | Engineering Mathematics | Lecture 5

Vector Calculus | Gradient, Divergence & Curl Concepts with Problems | Lecture 4

Vector Calculus | Gradient, Divergence & Curl Concepts with Problems | Lecture 4

Vector Calculus | Important Problems on Basics & Formulae | Engineering Mathematics | Lecture 3

Vector Calculus | Important Problems on Basics & Formulae | Engineering Mathematics | Lecture 3

Vector Calculus | Basics & Important Formulae with Problems | Engineering Mathematics | Lecture 2

Vector Calculus | Basics & Important Formulae with Problems | Engineering Mathematics | Lecture 2

AMA DUIS Lecture1 2

AMA DUIS Lecture1 2
Partial Differentiation | Lagrange’s Method of Undetermined Multiplier Advanced Problems| Lecture 17

Partial Differentiation | Lagrange’s Method of Undetermined Multiplier Advanced Problems| Lecture 17
Vector Calculus | Basics & Introduction | Engineering Mathematics | Abhijeet Men Academy | Lecture 1

Vector Calculus | Basics & Introduction | Engineering Mathematics | Abhijeet Men Academy | Lecture 1
Double Integration | More Problems on Area Evaluation | Engineering Mathematics | Lecture 11

Double Integration | More Problems on Area Evaluation | Engineering Mathematics | Lecture 11
Partial Differentiation | Lagrange’s Method of Undetermined Multipliers – More Problems | Lecture 16

Partial Differentiation | Lagrange’s Method of Undetermined Multipliers – More Problems | Lecture 16
Partial Differential Equations | Reducible to Standard Types | Engineering Mathematics | Lecture 8

Partial Differential Equations | Reducible to Standard Types | Engineering Mathematics | Lecture 8
Double Integration | More Problems on Polar Coordinates & Area by Double Integration | Lecture 10

Double Integration | More Problems on Polar Coordinates & Area by Double Integration | Lecture 10
Partial Differentiation | Lagrange’s Method of Undetermined Multipliers | Lecture 15

Partial Differentiation | Lagrange’s Method of Undetermined Multipliers | Lecture 15
Partial Differential Equations |Type 4: Lagrange’s (Multiplier Method) & Clairaut’s Form | Lecture 7

Partial Differential Equations |Type 4: Lagrange’s (Multiplier Method) & Clairaut’s Form | Lecture 7
Double Integration | Evaluation by Change To Polar Coordinates Concept & Problems | Lecture 9

Double Integration | Evaluation by Change To Polar Coordinates Concept & Problems | Lecture 9
Partial Differentiation | More Problems on Maxima & Minima | Engineering Mathematics | Lecture 14

Partial Differentiation | More Problems on Maxima & Minima | Engineering Mathematics | Lecture 14
Partial Differential Equations | Type 4: Lagrange’s Form Pp + Qq =R | Method of Grouping | Lecture 6

Partial Differential Equations | Type 4: Lagrange’s Form Pp + Qq =R | Method of Grouping | Lecture 6
Double Integration | More IMP Problems-Change of Order of Integration | Engineering Maths| Lecture 8

Double Integration | More IMP Problems-Change of Order of Integration | Engineering Maths| Lecture 8
Partial Differentiation | More Problems on Maxima & Minima | Engineering Mathematics | Lecture 13

Partial Differentiation | More Problems on Maxima & Minima | Engineering Mathematics | Lecture 13
Partial Differential Equations | Type 4: f(p, q, x, y, z)=0 | Lagrange’s Form Pp + Qq =R | Lecture 5

Partial Differential Equations | Type 4: f(p, q, x, y, z)=0 | Lagrange’s Form Pp + Qq =R | Lecture 5
Double Integration | Change of Order of Integration More Problems | Engineering Maths | Lecture 7

Double Integration | Change of Order of Integration More Problems | Engineering Maths | Lecture 7
Partial Differentiation | Maxima & Minima of Function of Two Variables | Lecture 12

Partial Differentiation | Maxima & Minima of Function of Two Variables | Lecture 12
Partial Differential Equations | Type 3: f(p, q, x, y) = 0 | Engineering Mathematics | Lecture 4

Partial Differential Equations | Type 3: f(p, q, x, y) = 0 | Engineering Mathematics | Lecture 4
Double Integration | Change of Order of Integration Concept & Examples | Lecture 6

Double Integration | Change of Order of Integration Concept & Examples | Lecture 6
Partial Differentiation | More Problems on Euler’s Theorem | Engineering Mathematics | Lecture 11

Partial Differentiation | More Problems on Euler’s Theorem | Engineering Mathematics | Lecture 11
Partial Differential Equations | Type 2: f(p, q, z)=0 & Type 3: f(p, q, x, y)=0 | Lecture 3

Partial Differential Equations | Type 2: f(p, q, z)=0 & Type 3: f(p, q, x, y)=0 | Lecture 3
Double Integration | More Important Problems & Exam Practice | Engineering Mathematics | Lecture 5

Double Integration | More Important Problems & Exam Practice | Engineering Mathematics | Lecture 5
Partial Differentiation | More Problems on Euler’s Theorem | Engineering Mathematics | Lecture 10

Partial Differentiation | More Problems on Euler’s Theorem | Engineering Mathematics | Lecture 10
Partial Differential Equations | Type 2: f(p, q, z) = 0 | Engineering Mathematics | Lecture 2

Partial Differential Equations | Type 2: f(p, q, z) = 0 | Engineering Mathematics | Lecture 2
Double Integration | More Complex Problems & Advanced Concepts | Engineering Mathematics | Lecture 4

Double Integration | More Complex Problems & Advanced Concepts | Engineering Mathematics | Lecture 4
Partial Differentiation | Problems on Euler’s Theorem | Engineering Mathematics | Lecture 9

Partial Differentiation | Problems on Euler’s Theorem | Engineering Mathematics | Lecture 9