Find Class Notes for MA-UY 2114 at NYU

MA-UY 2114 Lecture 20: Example problems for vector field, gradients etc

MA-UY 2114 Lecture Notes - Lecture 19: Reggiane Re.2000

MA-UY 2114 Lecture 18: Curl and stokes theorem, curl-free vector fields, boundary of a surface, RHR, stokes theorem, and 3 fundamental theorems

MA-UY 2114 Lecture Notes - Lecture 17: Titanite, Foreign Intelligence Surveillance Act

MA-UY 2114 Lecture 16: Flux integral, flux through cylindrical surface(side), flux vector field through spherical surface, flux integral over parameterized surfaces

MA-UY 2114 Lecture 15: Flux integrals and divergence, special flux cases

MA-UY 2114 Lecture 14: using green’s theorem, curl in 3D, Review of methods

MA-UY 2114 Lecture 13: curl test for vector fields in 2 space, Green’s theorum

MA-UY 2114 Lecture Notes - Lecture 12: Eastern Time Zone

MA-UY 2114 Lecture 11: parameterization and vector field, motion velocity and acceleration, length of curve

MA-UY 2114 Lecture 10: Coordinate conversion examples

MA-UY 2114 Lecture 9: Integrating multi variable functions, Riemann sum, double integral by change of variables, Jacobian transformation, double integrals in polar coordinates

MA-UY 2114 Lecture Notes - Lecture 8: Titanite

MA-UY 2114 Lecture Notes - Lecture 7: Fxx, Saddle Point, Minimax

MA-UY 2114 Lecture 6: Partial derivatives, differential differentiation, and gradient

MA-UY 2114 Lecture 5: cross product and it’s properties, volume of parallelepiped

MA-UY 2114 Lecture 4: Practice problems and review

MA-UY 2114 Lecture 3: chain rule, linear & quadratic approximations, second order partial derivatives, Taylor degree 2 approx