A 2-ft-diameter homogeneous log is 4ft long, and floats on seawater (SG=1.025) such that it is submerged halfway as show

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answerhappygod
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A 2-ft-diameter homogeneous log is 4ft long, and floats on seawater (SG=1.025) such that it is submerged halfway as show

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A 2 Ft Diameter Homogeneous Log Is 4ft Long And Floats On Seawater Sg 1 025 Such That It Is Submerged Halfway As Show 1
A 2 Ft Diameter Homogeneous Log Is 4ft Long And Floats On Seawater Sg 1 025 Such That It Is Submerged Halfway As Show 1 (33 KiB) Viewed 36 times
A 2-ft-diameter homogeneous log is 4ft long, and floats on seawater (SG=1.025) such that it is submerged halfway as shown. Calculate the metacentric height of the log using an axis of tilt parallel to the log's length. Use g=9.807 m/s2=32.17ft/s2 and Ywater ​=9790 N/m3=62.4lb/ft3
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