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Ingénierie Civile et Environnementale (Academic Year 2020/2021) - Strutture e infrastrutture

Mathematical Methods



Leçon vidéo

Leçon n. 1: Functions of Several Variables: Limits and Continuity
   Introduction
   Limit
   Continuity 		Go to this lesson Praveen Agarwal
Leçon n. 2: Partial Derivatives
   Partial Derivatives
   Partial Derivatives of Higher Orders 		Go to this lesson Praveen Agarwal
Leçon n. 3: Functions of Several Variables: maxima e minima
   Maxima and Minima of Functions of Several Variables
   Saddle Point 		Go to this lesson Praveen Agarwal
Leçon n. 4: Lagrange’s Method of Undetermined multipliers
   Introduction
   Lagrange's Method of Undetermined Multipliers 		Go to this lesson Praveen Agarwal
Leçon n. 5: Functions of Several Variables: gradient
   Introduction
   Definition of Gradient
   Properties of Gradient 		Go to this lesson Praveen Agarwal
Leçon n. 6: The concept and related properties of Divergence
   Introduction: Definition of Divergence and Curl of a Vector point Function
   Properties of Divergence and Curl of a Vector point Function 		Go to this lesson Praveen Agarwal
Leçon n. 7: Directional derivative
   Introduction Directional Derivative
   Total Derivative 		Go to this lesson Praveen Agarwal
Leçon n. 8: Tangent plane and normal plane
   Introduction
   Equation of Tangent Plane and equation of Normal Line 		Go to this lesson Praveen Agarwal
Leçon n. 9: Double integral: introduction
   Introduction-Concept of Cartesian and Polar Coordinates
   Definition of the Double Integral in Cartesian Form 		Go to this lesson Praveen Agarwal
Leçon n. 10: Double integral in Polar form
   Introduction
   Definition of the Double Integral in Polar Form 		Go to this lesson Praveen Agarwal
Leçon n. 11: Double integral: Change of Order of Integration
   Introduction
   Change of Order of Integration 		Go to this lesson Praveen Agarwal
Leçon n. 12: Double integral: Change of variable form Cartesian to polar
   Introduction
   Change of Variables from Cartesian to Polar or Polar to Cartesian 		Go to this lesson Praveen Agarwal
Leçon n. 13: The computation of the area
   Introduction
   Area in Cartesian Co-ordinates
   Area in Polar Co-ordinates 		Go to this lesson Praveen Agarwal
Leçon n. 14: The computation of Volume of Solid by Rotation of an Area
   Introduction
   Volume of Solid by Rotation of an Area 		Go to this lesson Praveen Agarwal
Leçon n. 15: Triple integral: introduction
   Introduction
   Triple Integral in Cartesian and Polar form 		Go to this lesson Praveen Agarwal
Leçon n. 16: Line Integral
   Introduction
   Line Integral 		Go to this lesson Praveen Agarwal
Leçon n. 17: Surface Integral Go to this lesson Praveen Agarwal
Leçon n. 18: Volume integral
   Introduction
   Volume Integral 		Go to this lesson Praveen Agarwal
Leçon n. 19: The Green’s theorem
   Introduction
   Green's Theorem 		Go to this lesson Praveen Agarwal
Leçon n. 20: Stoke’s Theorem and Gauss’s Theorem
   Introduction
   Stoke's Theorem
   Gauss's Theorem 		Go to this lesson Praveen Agarwal
Leçon n. 21: Differential Equation: introduction
   Introduction Differential Equation
   Formation and Solution of a Differential Equation 		Go to this lesson Praveen Agarwal
Leçon n. 22: Ordinary Differential equation: introduction
   Introduction Ordinary Differential Equation of First Order and First Degree
   Separation of Variable 		Go to this lesson Praveen Agarwal
Leçon n. 23: Homogeneous Differential Equation
   Introduction Homogeneous Function
   Homogeneous Differential Equation 		Go to this lesson Praveen Agarwal
Leçon n. 24: Non-Homogeneous Differential Equation
   Introduction
   Non-Homogeneous Differential Equation Reducibile to Homogeneous Form 		Go to this lesson Praveen Agarwal
Leçon n. 25: Linear Differential Equations of The First Order
   Linear Differential Equations of the First Order
   Equations Reducibile to the Linear (Bernoulli's Equation) 		Go to this lesson Praveen Agarwal
Leçon n. 26: Exact Differential Equation Go to this lesson Praveen Agarwal
Leçon n. 27: The integrating factor Go to this lesson Praveen Agarwal
Leçon n. 28: First Order Non-Linear Differential Equations Go to this lesson Praveen Agarwal
Leçon n. 29: Differential Equation of Higher Order With Constant Coefficients Go to this lesson Praveen Agarwal
Leçon n. 30: Differential Equation: particular integral Go to this lesson Praveen Agarwal