1
/
2
Beyond the boundaries: Shape of a hanging chain / cable: Catenary: introduction & Derivation
Catenary example: Find the distance between the poles
Catenary: Amazon interview question [Updated]: Find the distance between the poles
Catenary: Proving that potential energy of a hanging chain is minimum if it's shape is Catenary
Parabola Lecture 7: Relationship between Parabola & Projectile motion
Multivariable Calculus(Optimization) : Lecture 1: Maxima, Minima & Saddle points U=x-2x^2+xy+40y-y^2
Fourier series | Lecture 1 | Heat equation & Relation with Fourier series | Derivation | Solution
Game theory| Bertrand duopoly | Basic | Differentiated | Complementary | Price matching | Sequential
Game theory | Cournot duopoly (Competition) | Stackelberg model | 4 models
Economics | Heckscher–Ohlin model | Leontief paradox | Stolper–Samuelson theorem | 2 Solved Examples
International Economics | Heckscher–Ohlin model | 2 Numerical examples
Lagrangian method | L1 | Multivariable calculus | Microeconomics | Optimization | Cost minimization
Lagrangian method | L2 | Multivariable calculus | Microeconomics | Optimization | Utility function
Kinetics of successive chemical reactions (Atkins') | Applied Mathematics | Derivation & graphs
Applied mathematics | Arc length of a projectile | Formula derivation
1
/
2