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Volume: The Disc Method

Volume: The Disc Method

Volume: The Disc Method. Section 6.2.

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1.53k views • 64 slides
Section 6.1 Volumes By Slicing and Rotation About an Axis

Section 6.1 Volumes By Slicing and Rotation About an Axis

Section 6.1 Volumes By Slicing and Rotation About an Axis. Generalized Cylinder. A cylinder is a solid that is generated when a plane region is translated along a line or axis that is perpendicular to the region.

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383 views • 37 slides
Volumes

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.

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510 views • 27 slides
Volumes By Cylindrical Shells

Volumes By Cylindrical Shells

Volumes By Cylindrical Shells. Objective: To develop another method to find volume without known cross-sections. Cylindrical Shells. 7.3.1 Problem

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972 views • 24 slides
Section 5.3 - Volumes by Slicing

Section 5.3 - Volumes by Slicing

7.3. Section 5.3 - Volumes by Slicing. Solids of Revolution. Find the volume of the solid generated by revolving the regions. bounded by. about the x-axis. Find the volume of the solid generated by revolving the regions. bounded by. about the x-axis.

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236 views • 15 slides
AP Calculus AB

AP Calculus AB

AP Calculus AB. Day 4 Section 7.2. How do you find the volume of the figure formed by revolving the shaded area about the x-axis?. Outside radius. Inside radius. The volume we want is the difference between the two.

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136 views • 12 slides
AP Calculus AB

AP Calculus AB

AP Calculus AB. Day 8 Section 7.3. Shell Method (for finding the volume of a solid of revolution). Most important difference is that our rectangles are chosen to be parallel to the axis of revolution!. Vertical axis of revolution. Horizontal axis of revolution.

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181 views • 8 slides

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