Канал: UDEiGWE MATH

15.8 - Lagrange Multipliers

15.8 - Lagrange Multipliers

15. 7b -- Graphing Surfaces

15. 7b -- Graphing Surfaces

L’Hopital’s Rule

L’Hopital’s Rule

Fractal -- presented by Andrew Cirincione

Fractal -- presented by Andrew Cirincione

Chaos and Lorenz Attractor -- presented by Marcus Wang

Chaos and Lorenz Attractor -- presented by Marcus Wang

Firefly Sychronization -- presented by Steven Palacios

Firefly Sychronization -- presented by Steven Palacios

Love Affair in Gone With The Wind -- presented by Alex Castro

Love Affair in Gone With The Wind -- presented by Alex Castro

Glycolysis -- presented by Elias Awikeh

Glycolysis -- presented by Elias Awikeh

Bacteria Respiration -- presented by Shawn Abraham

Bacteria Respiration -- presented by Shawn Abraham

SIMIODE Project: Evaporation (M286-08)

SIMIODE Project: Evaporation (M286-08)

SIMIODE Project: Modeling IED Blast (M286-08)

SIMIODE Project: Modeling IED Blast (M286-08)

SIMIODE Project: Snails in a tide pool presentation (M286-03)

SIMIODE Project: Snails in a tide pool presentation (M286-03)

SIMIODE Project: Modeling the US Census (M286-03)

SIMIODE Project: Modeling the US Census (M286-03)

SIMIODE Project: Population Modeling with US Census Data (M286-08)

SIMIODE Project: Population Modeling with US Census Data (M286-08)

SIMIODE PROJECT: Modeling Cancer Growth (M286-08)

SIMIODE PROJECT: Modeling Cancer Growth (M286-08)

SIMIODE Project: Modeling IED Blasts (M286-03)

SIMIODE Project: Modeling IED Blasts (M286-03)

SIMIODE Projects: Modeling Internet Platforms (M286-08)

SIMIODE Projects: Modeling Internet Platforms (M286-08)

SIMIODE Project: Evaporation (M286-03)

SIMIODE Project: Evaporation (M286-03)

8.2c - Homogeneous Systems (with complex eigenvalues)

8.2c - Homogeneous Systems (with complex eigenvalues)

8.2b - Homogeneous Systems (with repeated eigenvalues)

8.2b - Homogeneous Systems (with repeated eigenvalues)

8.2a - Homogeneous Systems (with distinct real eigenvalues)

8.2a - Homogeneous Systems (with distinct real eigenvalues)

4.7 - Cauchy-Euler Equations

4.7 - Cauchy-Euler Equations

4.6 - Variation of Parameters

4.6 - Variation of Parameters

4.4 - Linear Nonhomogeneous Equations (Undetermined Coefficients)

4.4 - Linear Nonhomogeneous Equations (Undetermined Coefficients)

4.3 - Homogeneous Linear Equations with Constant Coefficients

4.3 - Homogeneous Linear Equations with Constant Coefficients

3.4 - Pitchfork Bifurcation

3.4 - Pitchfork Bifurcation

2.4 - Exact Equations

2.4 - Exact Equations

2.3 - Linear First Order ODE's

2.3 - Linear First Order ODE's

2.2 - Separable First Order ODE’s

2.2 - Separable First Order ODE’s

2.1-Solution Curves

2.1-Solution Curves

2.2 - Fixed Points and Stability

2.2 - Fixed Points and Stability

17.5 - Curl and Divergence

17.5 - Curl and Divergence

17.4 - Green’s Theorem

17.4 - Green’s Theorem

17.3b - The Fundamental Theorem For Line Integral

17.3b - The Fundamental Theorem For Line Integral

17.3a - Conservative Vector Fields

17.3a - Conservative Vector Fields

17.2 - Line Integral

17.2 - Line Integral

17. 1 -- Vector fields

17. 1 -- Vector fields

14b — Parametric Equations and Vector-valued Function (part b)

14b — Parametric Equations and Vector-valued Function (part b)

14a - Parametric Equations and Vector-valued Functions

14a - Parametric Equations and Vector-valued Functions

16.5 - cylindrical and spherical coordinates

16.5 - cylindrical and spherical coordinates

16.4 -Triple Integrals

16.4 -Triple Integrals

16.3 - Double Integrals over Polar Regions

16.3 - Double Integrals over Polar Regions

16.1 - Double Integrals Over General Regions

16.1 - Double Integrals Over General Regions

16.1 - Double Integrals Over Rectangular Regions

16.1 - Double Integrals Over Rectangular Regions

15.7 - Maximum and Minimum Problems

15.7 - Maximum and Minimum Problems

15.6 - Tangent Planes

15.6 - Tangent Planes

15.5 - Directional Derivatives and Gradients

15.5 - Directional Derivatives and Gradients

15.4 - The Chain Rule

15.4 - The Chain Rule

15.3 - Partial Derivatives

15.3 - Partial Derivatives

15.2 - Limit

15.2 - Limit

15.1 - Functions of Several Variables

15.1 - Functions of Several Variables

13.6 - Cylinders and Quadric Surfaces

13.6 - Cylinders and Quadric Surfaces

13.5B - Equation of a Plane in R3

13.5B - Equation of a Plane in R3

13.5A: Equation of a line in R3

13.5A: Equation of a line in R3

13.4: The Cross Product

13.4: The Cross Product

13.2B - Vectors in 3D (part 2)

13.2B - Vectors in 3D (part 2)

13.3 - The Dot Product

13.3 - The Dot Product

13.2A - Vectors in 3D (part 1)

13.2A - Vectors in 3D (part 1)

13.1- Vectors on a Plane

13.1- Vectors on a Plane

Lidar

Lidar

NGSIM

NGSIM

11.3b (11.2 cont’d) - Combining and Transforming Power Series

11.3b (11.2 cont’d) - Combining and Transforming Power Series

11.3a - Taylor Series

11.3a - Taylor Series

11.2 - power Series

11.2 - power Series

10.7- The Ratio and Root Tests

10.7- The Ratio and Root Tests

10.6 - Alternating Series

10.6 - Alternating Series

10.5 - Comparison and Limit Comparison Tests

10.5 - Comparison and Limit Comparison Tests

10.4 - Integral and Divergence Tests

10.4 - Integral and Divergence Tests

10.3 - Series

10.3 - Series

10.1-10.2 — Intro to Sequences

10.1-10.2 — Intro to Sequences

8.9 - Improper Integral

8.9 - Improper Integral

8.5 - Partial Fractions

8.5 - Partial Fractions

8.4 - Trig Substitution

8.4 - Trig Substitution

8.3b - Trigonometric Integrals (Part 2)

8.3b - Trigonometric Integrals (Part 2)

8.3a - Trigonometric Integrals (part 1)

8.3a - Trigonometric Integrals (part 1)

8.2 - Integration By Parts

8.2 - Integration By Parts

6.4 - Volume of revolution (part 2)

6.4 - Volume of revolution (part 2)

6.3 - Volume of Revolution (part 1)

6.3 - Volume of Revolution (part 1)

6.2 - Regions between Curves

6.2 - Regions between Curves

6.1 - Integrals and Linear Motion

6.1 - Integrals and Linear Motion

7.1 - Integrals of Exponential and Logarithmic Functions

7.1 - Integrals of Exponential and Logarithmic Functions

5.5 - Integration by Substitution

5.5 - Integration by Substitution

5.4 - Integral of Symmetric Functions

5.4 - Integral of Symmetric Functions

5.3 - Fundamental Theorem of Calculus

5.3 - Fundamental Theorem of Calculus