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PROBLEM 05: A hollow cylinder 3 ft in diameter and 5 ft long weighs 860 lb. lead d = 3ft d=3ft lead Hollow cylinder floating in water (a) How many pounds of lead weighing 700 Ib/ft^3 must be fastened to the outside bottom to make the cylinder float vertically with 3 ft submerged? (b) How many pounds of lead if placed inside the cylinder?

PROBLEM 05: A hollow cylinder 3 ft in diameter and 5 ft long weighs 860 lb. lead d = 3ft d=3ft lead Hollow cylinder floating in water (a) How many pounds of lead weighing 700 Ib/ft^3 must be fastened to the outside bottom to make the cylinder float vertically with 3 ft submerged? (b) How many pounds of lead if placed inside the cylinder?

Structural Analysis
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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pls do not round off in the process, round off only the final answer to 3 decimals

PROBLEM 05: A hollow cylinder 3 ft in diameter and 5 ft long weighs 860 lb. lead d = 3ft d=3ft lead Hollow cylinder floating in water (a) How many pounds of lead weighing 700 Ib/ft^3 must be fastened to the outside bottom to make the cylinder float vertically with 3 ft submerged? (b) How many pounds of lead if placed inside the cylinder?
Transcribed Image Text:PROBLEM 05: A hollow cylinder 3 ft in diameter and 5 ft long weighs 860 lb. lead d = 3ft d=3ft lead Hollow cylinder floating in water (a) How many pounds of lead weighing 700 Ib/ft^3 must be fastened to the outside bottom to make the cylinder float vertically with 3 ft submerged? (b) How many pounds of lead if placed inside the cylinder?
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