2 A fisherman's boat caught with 35 tonnes of fish in the hold at a height...
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2 A fisherman's boat caught with 35 tonnes of fish in the hold at a height of 2.5 metre above the keel. The boat has expended 15 tonnes of gasoline, where COG is 1.2 metre above keel, consumed 10 tonnes of fresh water, where COG is 2.0 metre above keel, expended 2.2 tonnes of provisions, where COG is 3.5 metre above keel, and dropped 4 tonnes of nets-fishing gear at COG is 4.5 metre above keel). The boat had a displacement of 600 tonnes before leaving port, and its COG is 2.4 metre above the keel. Determine the new position of COG above the keel. What is the metacentric height (GM) on leaving the fishing grounds and the value of the righting lever GZ at 10 degrees inclination if M, i.e. KM, is 3.2 metre under this condition? Assume GZ = GM sin 0. 2 A fisherman's boat caught with 35 tonnes of fish in the hold at a height of 2.5 metre above the keel. The boat has expended 15 tonnes of gasoline, where COG is 1.2 metre above keel, consumed 10 tonnes of fresh water, where COG is 2.0 metre above keel, expended 2.2 tonnes of provisions, where COG is 3.5 metre above keel, and dropped 4 tonnes of nets-fishing gear at COG is 4.5 metre above keel). The boat had a displacement of 600 tonnes before leaving port, and its COG is 2.4 metre above the keel. Determine the new position of COG above the keel. What is the metacentric height (GM) on leaving the fishing grounds and the value of the righting lever GZ at 10 degrees inclination if M, i.e. KM, is 3.2 metre under this condition? Assume GZ = GM sin 0.
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To determine the new position of the center of gravity COG above the keel after the changes in weight and distribution we can use the principle of mom... View the full answer
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College Mathematics For Business Economics, Life Sciences, And Social Sciences
ISBN: 978-0134674148
14th Edition
Authors: Raymond Barnett, Michael Ziegler, Karl Byleen, Christopher Stocker
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