Introduction to Complex Numbers | Lecture 2 | Calculus for Engineers
Jeffrey Chasnov
Introduction to Complex Numbers | Lecture 2 | Calculus for Engineers
8:59
Functions and their Inverses | Lecture 3 | Calculus for Engineers
Jeffrey Chasnov
Functions and their Inverses | Lecture 3 | Calculus for Engineers
7:54
Understanding Limits and Continuity | Lecture 4 | Calculus for Engineers
Jeffrey Chasnov
Understanding Limits and Continuity | Lecture 4 | Calculus for Engineers
8:01
Understanding the Exponential Function | Lecture 6 | Calculus for Engineers
Jeffrey Chasnov
Understanding the Exponential Function | Lecture 6 | Calculus for Engineers
5:16
Inverse Trigonometric Functions | Lecture 9 | Calculus for Engineers
Jeffrey Chasnov
Inverse Trigonometric Functions | Lecture 9 | Calculus for Engineers
6:34
Introduction to Real Numbers | Lecture 1 | Calculus for Engineers
Jeffrey Chasnov
Introduction to Real Numbers | Lecture 1 | Calculus for Engineers
6:34
Polynomials and Rational Functions | Lecture 5 | Calculus for Engineers
Jeffrey Chasnov
Polynomials and Rational Functions | Lecture 5 | Calculus for Engineers
8:55
Understanding the Natural Logarithm | Lecture 7 | Calculus for Engineers
Jeffrey Chasnov
Understanding the Natural Logarithm | Lecture 7 | Calculus for Engineers
6:09
Understanding Trigonometric Functions | Lecture 8 | Calculus for Engineers
Jeffrey Chasnov
Understanding Trigonometric Functions | Lecture 8 | Calculus for Engineers
7:43
Definition of the Derivative | Lecture 10 | Calculus for Engineers
Jeffrey Chasnov
Definition of the Derivative | Lecture 10 | Calculus for Engineers
8:36
Power Rule for Derivatives | Lecture 11 | Calculus for Engineers
Jeffrey Chasnov
Power Rule for Derivatives | Lecture 11 | Calculus for Engineers
7:29
Sum and Constant Multiple Rules for Derivatives | Lecture 12 | Calculus for Engineers
Jeffrey Chasnov
Sum and Constant Multiple Rules for Derivatives | Lecture 12 | Calculus for Engineers
5:44
Product Rule for Derivatives | Lecture 13 | Calculus for Engineers
Jeffrey Chasnov
Product Rule for Derivatives | Lecture 13 | Calculus for Engineers
7:12
Quotient Rule for Derivatives | Lecture 14 | Calculus for Engineers
Jeffrey Chasnov
Quotient Rule for Derivatives | Lecture 14 | Calculus for Engineers
8:19
Chain Rule for Derivatives | Lecture 15 | Calculus for Engineers
Jeffrey Chasnov
Chain Rule for Derivatives | Lecture 15 | Calculus for Engineers
7:14
Derivative of the Natural Logarithm | Lecture 17 | Calculus for Engineers
Jeffrey Chasnov
Derivative of the Natural Logarithm | Lecture 17 | Calculus for Engineers
6:55
Derivatives of Sine and Cosine Explained | Lecture 19 | Calculus for Engineers
Jeffrey Chasnov
Derivatives of Sine and Cosine Explained | Lecture 19 | Calculus for Engineers
8:59
Derivatives of Derived Trigonometric Functions | Lecture 20 | Calculus for Engineers
Jeffrey Chasnov
Derivatives of Derived Trigonometric Functions | Lecture 20 | Calculus for Engineers
6:45
Derivatives of Inverse Trigonometric Functions | Lecture 21 | Calculus for Engineers
Jeffrey Chasnov
Derivatives of Inverse Trigonometric Functions | Lecture 21 | Calculus for Engineers
6:30
Understanding the Definite Integral | Lecture 22 | Calculus for Engineers
Jeffrey Chasnov
Understanding the Definite Integral | Lecture 22 | Calculus for Engineers
8:12
First Fundamental Theorem of Calculus Explained | Lecture 23 | Calculus for Engineers
Jeffrey Chasnov
First Fundamental Theorem of Calculus Explained | Lecture 23 | Calculus for Engineers
4:52
Second Fundamental Theorem of Calculus Explained | Lecture 24 | Calculus for Engineers
Jeffrey Chasnov
Second Fundamental Theorem of Calculus Explained | Lecture 24 | Calculus for Engineers
5:53
Indefinite Integrals and Antiderivatives | Lecture 25 | Calculus for Engineers
Jeffrey Chasnov
Indefinite Integrals and Antiderivatives | Lecture 25 | Calculus for Engineers
5:28
Integration by Substitution | Lecture 26 | Calculus for Engineers
Jeffrey Chasnov
Integration by Substitution | Lecture 26 | Calculus for Engineers
10:12
Integration by Parts | Lecture 27 | Calculus for Engineers
Jeffrey Chasnov
Integration by Parts | Lecture 27 | Calculus for Engineers
7:02
Techniques for Solving Trigonometric Integrals | Lecture 28 | Calculus for Engineers
Jeffrey Chasnov
Techniques for Solving Trigonometric Integrals | Lecture 28 | Calculus for Engineers
8:05
Trigonometric Substitution for Integration | Lecture 29 | Calculus for Engineers
Jeffrey Chasnov
Trigonometric Substitution for Integration | Lecture 29 | Calculus for Engineers
6:03
Integration using Partial Fractions | Lecture 30 | Calculus for Engineers
Jeffrey Chasnov
Integration using Partial Fractions | Lecture 30 | Calculus for Engineers
6:34
Derivative of the Exponential Function | Lecture 16 | Calculus for Engineers
Jeffrey Chasnov
Derivative of the Exponential Function | Lecture 16 | Calculus for Engineers
9:04
Introduction to Sequences and Series | Lecture 31 | Calculus for Engineers
Jeffrey Chasnov
Introduction to Sequences and Series | Lecture 31 | Calculus for Engineers
8:40
Understanding p-Series and Convergence | Lecture 32 | Calculus for Engineers
Jeffrey Chasnov
Understanding p-Series and Convergence | Lecture 32 | Calculus for Engineers
11:52
Harmonic Series and its Divergence | Lecture 33 | Calculus for Engineers
Jeffrey Chasnov
Harmonic Series and its Divergence | Lecture 33 | Calculus for Engineers
7:36
Geometric Series and their Sums | Lecture 34 | Calculus for Engineers
Jeffrey Chasnov
Geometric Series and their Sums | Lecture 34 | Calculus for Engineers
5:53
Ratio Test for Convergence of Infinite Series | Lecture 35 | Calculus for Engineers
Jeffrey Chasnov
Ratio Test for Convergence of Infinite Series | Lecture 35 | Calculus for Engineers
8:03
Power Series and Radius of Convergence | Lecture 36 | Calculus for Engineers
Jeffrey Chasnov
Power Series and Radius of Convergence | Lecture 36 | Calculus for Engineers
10:33
Taylor Series and Function Approximation | Lecture 37 | Calculus for Engineers
Jeffrey Chasnov
Taylor Series and Function Approximation | Lecture 37 | Calculus for Engineers
9:34
Taylor Series of Elementary Functions: Part I | Lecture 39 | Calculus for Engineers
Jeffrey Chasnov
Taylor Series of Elementary Functions: Part I | Lecture 39 | Calculus for Engineers
5:34
Taylor Series of Elementary Functions: Part II | Lecture 40 | Calculus for Engineers
Jeffrey Chasnov
Taylor Series of Elementary Functions: Part II | Lecture 40 | Calculus for Engineers
8:05
l'Hospital's Rule for Indeterminate Forms | Lecture 38 | Calculus for Engineers
Jeffrey Chasnov
l'Hospital's Rule for Indeterminate Forms | Lecture 38 | Calculus for Engineers
6:30
Polar Form of Complex Numbers | Lecture 42 | Calculus for Engineers
Jeffrey Chasnov
Polar Form of Complex Numbers | Lecture 42 | Calculus for Engineers
6:47
Trigonometric Identities Derived from Euler's Formula | Lecture 43 | Calculus for Engineers
Jeffrey Chasnov
Trigonometric Identities Derived from Euler's Formula | Lecture 43 | Calculus for Engineers
7:13
Calculating the Circumference of a Circle | Lecture 44 | Calculus for Engineers
Jeffrey Chasnov
Calculating the Circumference of a Circle | Lecture 44 | Calculus for Engineers
7:56
Calculating the Area of a Circle | Lecture 45 | Calculus for Engineers
Jeffrey Chasnov
Calculating the Area of a Circle | Lecture 45 | Calculus for Engineers
9:01
Calculating the Surface Area of a Sphere | Lecture 46 | Calculus for Engineers
Jeffrey Chasnov
Calculating the Surface Area of a Sphere | Lecture 46 | Calculus for Engineers
10:37
Calculating the Volume of a Sphere | Lecture 47 | Calculus for Engineers
Jeffrey Chasnov
Calculating the Volume of a Sphere | Lecture 47 | Calculus for Engineers
2:34
Newton's Method for Root Finding | Lecture 48 | Calculus for Engineers
Jeffrey Chasnov
Newton's Method for Root Finding | Lecture 48 | Calculus for Engineers
10:08
Trapezoidal Rule for Numerical Integration | Lecture 49 | Calculus for Engineers
Jeffrey Chasnov
Trapezoidal Rule for Numerical Integration | Lecture 49 | Calculus for Engineers
7:24
Centered Differences for Numerical Derivatives | Lecture 50 | Calculus for Engineers
Jeffrey Chasnov
Centered Differences for Numerical Derivatives | Lecture 50 | Calculus for Engineers
5:44
Finding Maxima and Minima using Derivatives | Lecture 51 | Calculus for Engineers
Jeffrey Chasnov
Finding Maxima and Minima using Derivatives | Lecture 51 | Calculus for Engineers
6:55
Maximizing the Area of a Rectangle with a Fixed Perimeter | Lecture 52 | Calculus for Engineers
Jeffrey Chasnov
Maximizing the Area of a Rectangle with a Fixed Perimeter | Lecture 52 | Calculus for Engineers
3:24
Shortest Path: Minimizing Walking Distance | Lecture 53 | Calculus for Engineers
Jeffrey Chasnov
Shortest Path: Minimizing Walking Distance | Lecture 53 | Calculus for Engineers
9:07
Lifeguard Problem: Optimizing Rescue Time | Lecture 54 | Calculus for Engineers
Jeffrey Chasnov
Lifeguard Problem: Optimizing Rescue Time | Lecture 54 | Calculus for Engineers
9:15
Position, Velocity, and Acceleration: Understanding Motion | Lecture 55 | Calculus for Engineers
Jeffrey Chasnov
Position, Velocity, and Acceleration: Understanding Motion | Lecture 55 | Calculus for Engineers
5:13
Gravity of Earth: Calculating Free Fall with Calculus | Lecture 56 | Calculus for Engineers
Jeffrey Chasnov
Gravity of Earth: Calculating Free Fall with Calculus | Lecture 56 | Calculus for Engineers
7:39
Growth, Decay, and Oscillation for Differential Equations | Lecture 57 | Calculus for Engineers
Jeffrey Chasnov
Growth, Decay, and Oscillation for Differential Equations | Lecture 57 | Calculus for Engineers
7:19
Compound Interest: Understanding Exponential Growth | Lecture 58 | Calculus for Engineers
Jeffrey Chasnov
Compound Interest: Understanding Exponential Growth | Lecture 58 | Calculus for Engineers
7:16
Simple Pendulum: Oscillations with Differential Equations | Lecture 59 | Calculus for Engineers
Jeffrey Chasnov
Simple Pendulum: Oscillations with Differential Equations | Lecture 59 | Calculus for Engineers
6:48
Complex Exponential Function and Euler's Formula | Lecture 41 | Calculus for Engineers
Jeffrey Chasnov
Complex Exponential Function and Euler's Formula | Lecture 41 | Calculus for Engineers
8:27
Power Rule Redux: Extending the Power Rule to Real Exponents | Lecture 18 | Calculus for Engineers
Jeffrey Chasnov
Power Rule Redux: Extending the Power Rule to Real Exponents | Lecture 18 | Calculus for Engineers
3:23
Promotional Video | Calculus for Engineers
Jeffrey Chasnov
Promotional Video | Calculus for Engineers
3:21
Quantum Harmonic Oscillator #QuantumMechancs #MinimumUncertaintyWavepacket #Physics
Jeffrey Chasnov
Quantum Harmonic Oscillator #QuantumMechancs #MinimumUncertaintyWavepacket #Physics
0:24
Demystifying Quantum Mechanics using Minimum Uncertainty Wavepackets
Jeffrey Chasnov
Demystifying Quantum Mechanics using Minimum Uncertainty Wavepackets
11:24
The Amazing Equation y’ = y: Defining the Exponential, Logarithm, Sine, and Cosine | Deep Dive Maths
Jeffrey Chasnov
The Amazing Equation y’ = y: Defining the Exponential, Logarithm, Sine, and Cosine | Deep Dive Maths
14:44
The Remarkable Relationship between the Levi-Civita Symbol and the Kronecker Delta | Deep Dive Maths
Jeffrey Chasnov
The Remarkable Relationship between the Levi-Civita Symbol and the Kronecker Delta | Deep Dive Maths
13:39
The Del Operator in spherical coordinates | Lecture 34 | Vector Calculus for Engineers
Jeffrey Chasnov
The Del Operator in spherical coordinates | Lecture 34 | Vector Calculus for Engineers
6:43
The Rise and Fall of Quaternions: Why We Use i, j, and k in Vector Calculus | Deep Dive Maths
Jeffrey Chasnov
The Rise and Fall of Quaternions: Why We Use i, j, and k in Vector Calculus | Deep Dive Maths
23:10
Behind the Scenes: The Making of a Lightboard Video for Coursera's Mathematics for Engineers
Jeffrey Chasnov
Behind the Scenes: The Making of a Lightboard Video for Coursera's Mathematics for Engineers
2:26
Karman vortex street at Re = 80
Jeffrey Chasnov
Karman vortex street at Re = 80
1:18
MATLAB Program (Steady) (Part B) | Lecture 15 | Flow Around a Cylinder
Jeffrey Chasnov
MATLAB Program (Steady) (Part B) | Lecture 15 | Flow Around a Cylinder
8:00
MATLAB Program (Steady) (Part A) | Lecture 14 | Flow Around a Cylinder
Jeffrey Chasnov
MATLAB Program (Steady) (Part A) | Lecture 14 | Flow Around a Cylinder
6:38
MATLAB Program (Unsteady) (Part B) | Lecture 22 | Flow Around a Cylinder
Jeffrey Chasnov
MATLAB Program (Unsteady) (Part B) | Lecture 22 | Flow Around a Cylinder
4:47
MATLAB Program (Unsteady) (Part A) | Lecture 21 | Flow Around a Cylinder
Jeffrey Chasnov
MATLAB Program (Unsteady) (Part A) | Lecture 21 | Flow Around a Cylinder
8:30
Vorticity Computation | Lecture 20 | Flow Around a Cylinder
Jeffrey Chasnov
Vorticity Computation | Lecture 20 | Flow Around a Cylinder
4:53
Stream-Function Boundary Conditions | Lecture 19 | Flow Around a Cylinder
Jeffrey Chasnov
Stream-Function Boundary Conditions | Lecture 19 | Flow Around a Cylinder
9:32
Stream-Function Computation | Lecture 18 | Flow Around a Cylinder
Jeffrey Chasnov
Stream-Function Computation | Lecture 18 | Flow Around a Cylinder
7:18
Finite Difference Equations | Lecture 17 | Flow Around a Cylinder
Jeffrey Chasnov
Finite Difference Equations | Lecture 17 | Flow Around a Cylinder
6:06
Periodic Boundary Conditions | Lecture 16 | Flow Around a Cylinder
Jeffrey Chasnov
Periodic Boundary Conditions | Lecture 16 | Flow Around a Cylinder
6:14
Summary of the Boundary Conditions | Lecture 13 | Flow Around a Cylinder
Jeffrey Chasnov
Summary of the Boundary Conditions | Lecture 13 | Flow Around a Cylinder
5:17
Cylinder Boundary Conditions | Lecture 12 | Flow Around a Cylinder
Jeffrey Chasnov
Cylinder Boundary Conditions | Lecture 12 | Flow Around a Cylinder
14:42
Free-Stream Boundary Conditions | Lecture 11 | Flow Around a Cylinder
Jeffrey Chasnov
Free-Stream Boundary Conditions | Lecture 11 | Flow Around a Cylinder
6:43
Iteration Equations | Lecture 10 | Flow Around a Cylinder
Jeffrey Chasnov
Iteration Equations | Lecture 10 | Flow Around a Cylinder
10:45
Finite Difference Method | Lecture 9 | Flow Around a Cylinder
Jeffrey Chasnov
Finite Difference Method | Lecture 9 | Flow Around a Cylinder
9:55
Log-Polar Coordinates | Lecture 8 | Flow Around a Cylinder
Jeffrey Chasnov
Log-Polar Coordinates | Lecture 8 | Flow Around a Cylinder
6:57
Reynolds Number | Lecture 7 | Flow Around a Cylinder
Jeffrey Chasnov
Reynolds Number | Lecture 7 | Flow Around a Cylinder
10:30
Streamlines | Lecture 6 | Flow Around a Cylinder
Jeffrey Chasnov
Streamlines | Lecture 6 | Flow Around a Cylinder
6:50
Stream Function | Lecture 5 | Flow Around a Cylinder
Jeffrey Chasnov
Stream Function | Lecture 5 | Flow Around a Cylinder
7:02
Two-dimensional Flow | Lecture 4 | Flow Around a Cylinder
Jeffrey Chasnov
Two-dimensional Flow | Lecture 4 | Flow Around a Cylinder
8:28
Geometry of the Flow | Lecture 3 | Flow Around a Cylinder
Jeffrey Chasnov
Geometry of the Flow | Lecture 3 | Flow Around a Cylinder
7:33
Vorticity Equation | Lecture 2 | Flow Around a Cylinder
Jeffrey Chasnov
Vorticity Equation | Lecture 2 | Flow Around a Cylinder
7:50
Navier-Stokes Equations | Lecture 1 | Flow Around a Cylinder
Jeffrey Chasnov
Navier-Stokes Equations | Lecture 1 | Flow Around a Cylinder
8:47
Promotional Video | Mathematics for Engineers
Jeffrey Chasnov
Promotional Video | Mathematics for Engineers
3:02
The Fluid Flow around an Infinite Cylinder | Deep Dive Maths
Jeffrey Chasnov
The Fluid Flow around an Infinite Cylinder | Deep Dive Maths
16:54
Crank-Nicolson Method for the Diffusion Equation | Lecture 72 | Numerical Methods for Engineers
Jeffrey Chasnov
Crank-Nicolson Method for the Diffusion Equation | Lecture 72 | Numerical Methods for Engineers
13:59
The Newton Fractal Explained! | Deep Dive Maths
Jeffrey Chasnov
The Newton Fractal Explained! | Deep Dive Maths
23:16
Cubic Spline Interpolation (Part B) | Lecture 45 | Numerical Methods for Engineers
Jeffrey Chasnov
Cubic Spline Interpolation (Part B) | Lecture 45 | Numerical Methods for Engineers
10:32
MATLAB Solves the Laplace Equation (Iterative Method) | Lecture 68 | Numerical Methods for Engineers
Jeffrey Chasnov
MATLAB Solves the Laplace Equation (Iterative Method) | Lecture 68 | Numerical Methods for Engineers
12:20
Project II: Feigenbaum Delta (Part B) | Lecture 22 | Numerical Methods for Engineers
Jeffrey Chasnov
Project II: Feigenbaum Delta (Part B) | Lecture 22 | Numerical Methods for Engineers
17:32
Coding the Newton Fractal | Lecture 19 | Numerical Methods for Engineers
Jeffrey Chasnov
Coding the Newton Fractal | Lecture 19 | Numerical Methods for Engineers
21:42
Binary Numbers | Lecture 1 | Numerical Methods for Engineers
Jeffrey Chasnov
Binary Numbers | Lecture 1 | Numerical Methods for Engineers
11:21
Double Precision | Lecture 2 | Numerical Methods for Engineers
Jeffrey Chasnov
Double Precision | Lecture 2 | Numerical Methods for Engineers
13:51