3. For the figure below use the Theorem of Pappus to determine: a) the volume of the figure, and b) the surface area of the curved surface. Note that this is not a full figure of revolution; it is a 180° figure (like the end zone of a football stadium). The curved surface is a quarter-circle of radius 3", and the entire figure is rotated about a half-circle of radius 2". Note: you only need to find the area created by the quarter-circle arc.. Vol = in Area = in? T=3 in. -3 in.- 2 in.2 in.- -3 in.- 生

3. For the figure below use the Theorem of Pappus to determine: a) the volume of the figure, and b) the surface area of the curved surface. Note that this is not a full figure of revolution; it is a 180° figure (like the end zone of a football stadium). The curved surface is a quarter-circle of radius 3", and the entire figure is rotated about a half-circle of radius 2". Note: you only need to find the area created by the quarter-circle arc.. Vol = in Area = in? T=3 in. -3 in.- 2 in.2 in.- -3 in.- 生

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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