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Green

Green's theorem and manifolds with boundary.by LearnOnline Through OCW

8 Pages |178 Views

The conditions necessary for a subset will be a smooth m-manifold with boundary, are stated in this lecture note. Green’s Theorem is stated and prove...

Maximise and minimise a function at the boundary.

Maximise and minimise a function at the boundary.by LearnOnline Through OCW

6 Pages|211 Views

How to maximise and minimise a function at the boundary are discussed in this lecture note. The method of Lagrange multipliers is used to get the mini...

Use of second derivative in max-min problems.

Use of second derivative in max-min problems.by LearnOnline Through OCW

258 Views

The critical points or the maximum and minimum points and the saddle points are defined and explained by solving some problems. Use of second derivati...

Problems in Metric Spaces 1

Problems in Metric Spaces 1by Sebastian Vattamattam

7 Pages |900 Views

A few worked out problems.

Application Boundary

Application Boundaryby Questpond

205 Views

This video will explain Application Boundary in FPA.

WWJD Sunday Show

WWJD Sunday Showby Rev. Dr. Rebecca Michael

10 Pages|750 Views

Lesson 1 Presentation- WWJD... What would Jesus do... setting healthy boundaries?

Interactions of Electromagnetic Waves with Perfect Conductors

Interactions of Electromagnetic Waves with Perfect Conductorsby LearnOnline Through OCW

299 Views

Topics are boundary conditions at perfect conductors, standing e.m. waves, transmission lines and radiation pressure. Using divergence E equation the ...

Important definitions related to maximum and minimum.

Important definitions related to maximum and minimum.by LearnOnline Through OCW

4 Pages |201 Views

The conditions required for a set to be closed, bounded and compact are defined. Theorems on such a set are stated and application of these theorems a...

Gauss Theorem and the electric field.

Gauss Theorem and the electric field.by LearnOnline Through OCW

5 Pages|186 Views

For a smooth 3-manifold with boundary, and for a smooth vector field with compact support the Gauss’ Theorem is stated and explained by Prof. James Mc...

Place Shape vs. Place Value: A visual foundation for math

Place Shape vs. Place Value: A visual foundation for mathby Connecting Online Conferences

29 Pages |48 Views

Session title:<br/>Place Shape vs. Place Value: A visual foundation for math<br/><br/>Description:<br/>What do decimal place v...

Terminologies related to calculus are defined.

Terminologies related to calculus are defined.by LearnOnline Through OCW

5 Pages|25 Views

Open region and closed regions are defined, bounded and open sets are discussed. The maximal solution of a real valued function is explained. Theorem ...

Critical Reasoning a Reading Comprehension Verbal Preparation Guide

Critical Reasoning a Reading Comprehension Verbal Preparation Guideby Online CAT Teacher

4244 Views

This is the Critical Reasoning and Reading Comprehension Guide - a Verbal Preparation Guide, from Manhattan GMAT. The Topics covered under Critical Re...

Refraction of Light

Refraction of Lightby A.SIDHU

34 Pages|11711 Views

Refraction occurs when Light Waves travel from a Medium with a given Refractive Index to a Medium with another. At the boundary between the Media, the...

Invariant tori for the billiard ball map

Invariant tori for the billiard ball mapby Valery Covachev

37 Pages |131 Views

For an n-dimensional domain with a smooth boundary which is strictly convex in a neighbourhood of an elliptic closed geodesic, the existence of a fami...

The Great Myths of Rheology Part II: Transient and Steady State

The Great Myths of Rheology Part II: Transient and Steady Stateby JP IBAR

218 Pages|579 Views

This paper deals with the transient states in polymer rheology, in particular those transients triggered by a departure from the linear range of visco...

Landscape Teaching Unit 0.2 Introduction to Big Geography

Landscape Teaching Unit 0.2 Introduction to Big Geographyby Betsey Niebuhr

39 Pages |237 Views

Upon completing this unit, students will be able to:<br/>1. Differentiate among various flat world map projections in terms of their relative di...

Dielectrics, Refraction, Polarization

Dielectrics, Refraction, Polarizationby LearnOnline Through OCW

195 Views

The topics are boundary conditions for dielectrics, Refractive index, total internal reflection, fresnel's equation and Brewster angle.A dielectric is...

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