Section 2.7 and 2.8: Derivatives of Piecewise functions by definition, Calculus by Stewart 7th

Section 3.9: Related Rates , Stewart

Section 2.5: Continuity of a function by Stewart 7th explained

Projects: Calculation of Critical Path and Float times

Project Network Types and Their Construction

Section 5.4 Indefinite Integrals, Stewart

Sec 5.2 and 5.3 Definite Integrals and Fundamental theorems of Calculus, Stewart

Section 5.1 and 5.2, Area and Rieman Sums, Stewart

Section 4.3: Derivatives and shape of function, Stewart

Section 4.1: Maximum and Minimum values of a function, Stewart

Section 4.4: L Hospital Rule and its applicability, Stewart

Section 3.11: Hyperbolic and Inverse hyperbolic functions and their derivatives, Stewart

Inverse trigonometric functions and their Derivatives , Stewart

Section 3.2 and 3.3: Product, Quotient Rules, Derivatives of Trigonometric functions , Stewart

Section 3.1: Derivatives of Polynomials and Exponential functions, Stewart

Inventory Models: Economic Order Quantity (EOQ) Model 1

Theory of Games, Graphical method for the solution of a 2 by 3 game

Theory of Games, A Saddle Point Solution

Section 2.7 Part 2: Derivatives and Tangents of Piece-wise functions at given points, Stewart

Section 2.7 Part 1: Derivatives and Tangents at a point to a curve , Calculus by Stewart 7th

Section 2.6: Limits at infinity and asymptotes, Calculus by Stewart 7th explained

Section 2.4 Part 3: Practicing epsilon delta definition of Limit, Calculus by Stewart 7th explained

Section 2.4 Part 2: Precise Definition of a Limit, Calculus by Stewart 7th explained

Section 2.4 Part 1: Precise Definition of a Limit, Calculus by Stewart 7th explained

Sec 2.2 Limit, An Intuitive introduction, Calculus Stewart 7th

Section 1.2, Mathematical models James Stewart Calculus

Section 2.3 Part 2 Squeeze Theorem and some exercise questions

Section 2.3 Part 1 Computing Limits by using Laws of Limits, Stewart Calculus

Neighborhoods of a real number

Intuitive Concept of Limit in Calculus, An easy to understand approach.

Section 1.3 Part 2/2, Calculus James Stewart 7th edition, A detailed explanation

Section 1.3 Part 1/2, Calculus James Stewart, A detailed explanation

Calculus Sec 1.1, James Stewart 7th A complete explanation

Solution of Maximal Flow Problem and Minimal Cut theorem

The Shortest Route algorithm (Dijkstra's method) In Matrix notation

The Shortest Route algorithm (Dijkstra's Method) in Graphical Notation

Minimum Spanning Tree Marix Notation

The Spanning Tree algorithm (In Graphical notation)

Scratch introduction (block based code)

May 4, 2023

The Assignment Problem: An example of assigning Tailors to Garments.

The Transportation Problem Lecture 11: Tie Breaking rules in finding Initial basic solutions

The Simplex Method: M technique and Two- phase technique, A comparision

The Simplex Method: Two-Phase Technique, some examples

The Simplex Method : Minimization Problem and examples

The Simplex Method: M technique, some examples

The Simplex Method : An example

The Simplex Method Lecture 1 : Prerequisites

The Assignment Problem Lecture 6c: Assigning Managers to Hotel Rooms

The Linear Programming Lecture 2b : Formulation Practice

The Linear Programming Lecture 2a : Formulation Practice

The Assignment Problem Lecture 6b: Some examples Hungarian method

The Assignment Problem Lecture 6a: Some examples Hungarian method

The Assignment Problem Lecture 5: Unbalanced and Maximization Problems

The Transportation Problem Lecture 10 : Optimization, Practice for Problem Solving

The Transportation Problem Lecture 8: Optimality test Part 1

The Transportation Problem Lecture 9: Optimality test Part 2

The Transportation Problem: Lecture 7 Checking a solution that it is basic or not?

The Transportation Problem: Lecture 6 Vogel's method Part 2

The Transportation Problem: Lecture 5: Vogel's method Part 1