EYES HERE!! EYES HERE!! EYES HERE!!Please solve Problem 4 only. Please provide clear and detailed solution because I will study them. I will post another question for the remaining problems. Thank you! 1. A wooden scow 8m wide, 16m long, and 3m high is transporting in sea water (SG-1.05) carrying a total load of 2000 kN. Thecg. of the barge is 1.50m from the c.g. of the portion underwater. If an outside force heels the barge until one side (top) isjust submerged in seawater, determine thea. distance in meters from the metacenter to the center of buoyancyb. moment of the wedge shift in kN-mc. moment of the center of buoyancy shift in kN-md. righting moment or overturning moment in kN-m2. A barge 8m wide, 16m long, and 4m high is transporting in sea water (SG-1.03) with a total load of 1500 kN (including itsown weight and cargo). It floats vertically until an external force hit the scow resulting to a shifting of 100 kN (from the 1500kN) at a distance 2.50m to one side causing the barge to go down 45 cm in the immersed wedge. Determine thea. distance in meters from the metacenter to the center of buoyancyb. distance in meters from the waterline to the cg of the loaded bargec. buoyancy moment in kN-m3. A circular log Sm long has a radius of 1.40m. If the specific gravity of the log is 0.50 and if placed in water, determine thefollowing:a. weight "W." of the log in kNb. to what depth "d" will the log sink in waterC. what load "P" must be applied in order to submerged the log fully4. A frustum of a cone (SG=0.45), 6m high with 4m diameter at the top and 2m at the bottom floats in sea water with anSG=1.05. A 2m?concrete (2400 kg/m) weight is attached at the bottom of the smaller end of the frustum. Determine thefollowing:a. weight "Wi" of the frustum of the cone in kNb. radius "R:" of the frustum in meters at the point of contact with the liquid surfacec. buoyant force acting on the frustum of the cone considering the whole set-upd. draft of the frustum of the cone in meters

r (radius at bottom) = 2/2 = 1m R (radius at top) = 4/2 = 2m R = r + m * h ( {here m is change in…

4. A frustum of a cone (SG-0.45), 6m high with 4m diameter at the top and 2m at the bottom floats in sea water with an SG=1.05. A 2m'concrete (2400 kg/m) weight is attached at the bottom of the smaller end of the frustum. Determine the following: a. weight "Wic" of the frustum of the cone in kN b. radius "R;" of the frustum in meters at the point of contact with the liquid surface c. buoyant force acting on the frustum of the cone considering the whole set-up _d. draft of the frustum of the cone in meters

4. A frustum of a cone (SG-0.45), 6m high with 4m diameter at the top and 2m at the bottom floats in sea water with an SG=1.05. A 2m'concrete (2400 kg/m) weight is attached at the bottom of the smaller end of the frustum. Determine the following: a. weight "Wic" of the frustum of the cone in kN b. radius "R;" of the frustum in meters at the point of contact with the liquid surface c. buoyant force acting on the frustum of the cone considering the whole set-up _d. draft of the frustum of the cone in meters

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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