'Cross section perpendicular' presentation slideshows

APPLICATIONS OF INTEGRATION

6. APPLICATIONS OF INTEGRATION. APPLICATIONS OF INTEGRATION. 6.2 Volumes. In this section, we will learn about: Using integration to find out the volume of a solid. VOLUMES. In trying to find the volume of a solid, we face the same type of problem as in finding areas. VOLUMES.

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APPLICATIONS OF INTEGRATION

6. APPLICATIONS OF INTEGRATION. APPLICATIONS OF INTEGRATION. 6.2 Volumes. In this section, we will learn about: Using integration to find out the volume of a solid. VOLUMES. In trying to find the volume of a solid, we face the same type of problem as in finding areas. VOLUMES.

954 views • 73 slides

Section 7.2

Section 7.2. Solids of Revolution. 1 st Day. Solids with Known Cross Sections. 1. Method of Slicing. Sketch the solid and a typical cross section. Find a formula for A ( x ) = the area of a cross section.

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SECTION 7.2

SECTION 7.2. VOLUMES. DEFINITION OF VOLUME. Let S be a solid that lies between x = a and x = b . If the cross-sectional area of S in the plane P x , through x and perpendicular to the x -axis, is A ( x ), where A is a continuous function, then the volume of S is:.

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2000 AP Calculus AB Free Response Question

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