'Typical shell' presentation slideshows

The Area Between Two Curves

The Area Between Two Curves. Lesson 6.1. When f(x) < 0. Consider taking the definite integral for the function shown below. The integral gives a ___________ area We need to think of this in a different way. a. b. f(x). Another Problem.

1.66k views • 92 slides

Applications of Integration

Applications of Integration. In this chapter we explore some of the applications of the definite integral by using it for Computing the area between curves Computing the volumes of solids Computing the work done by a varying force Computing average value of a function

4.87k views • 61 slides

Phylum Mollusca: stuff to know

895 views • 32 slides

Volumes

Volumes. Lesson 6.2. Cross Sections. Consider a square at x = c with side equal to side s = f(c) Now let this be a thin slab with thickness ? x What is the volume of the slab? Now sum the volumes of all such slabs. f(x). c. a. b. Cross Sections. This suggests a limit and an integral.

510 views • 27 slides

Volumes of Revolution The Shell Method

Volumes of Revolution The Shell Method. Lesson 7.3. Shell Method. Based on finding volume of cylindrical shells Add these volumes to get the total volume Dimensions of the shell Radius of the shell Thickness of the shell Height. The Shell.

430 views • 11 slides

288 views • 8 slides