Download presentation

Presentation is loading. Please wait.

Published byKyree Drain Modified over 3 years ago

1
**Section 18.2 Computing Line Integrals over Parameterized Curves**

2
**Last section we began to examine line integrals **

Now we need to figure out how to evaluate them Main problem: Evaluate the following where C is the oriented curve parameterized by In 2 space In 3 space

3
**If C is piecewise smooth and is a continuous vector field we have**

4
In 3 space

5
**and C is the right hand side of the unit circle**

Example 1 and C is the right hand side of the unit circle So we will need the parameterization of C Example 2 and C is the triangle joining (1,0), (0,1) and (-1,0) In this case we will need to find parametric equations for each curve Let’s look at calculating line integrals with Maple

Similar presentations

OK

MA242.003 Day 7 – January 15, 2013 Review: Dot and Cross Products Section 9.5 – Lines and Planes.

MA242.003 Day 7 – January 15, 2013 Review: Dot and Cross Products Section 9.5 – Lines and Planes.

© 2017 SlidePlayer.com Inc.

All rights reserved.

Ads by Google

Ppt on power situation in india Ppt on global warming solutions Ppt on polynomials of 911 Ppt on management by objectives process Ppt on statistics in maths games Ppt on 2nd world war american Ppt on historical places in pune india Ppt on computer languages wikipedia Ppt on mechanical power transmission system Ppt on latest technology in ece