(2) In the image, the CD segment is the case that the cylinder is completely immersed in water. At this time, the pulling force on the cylinder is F=4N,
then the buoyancy force on the cylinder is f G=mg-f = 12n-4n = 8n.
(3) When the cylinder is completely immersed in water, it is ranked according to f = ρ water gV:
V =V row = F. g=12N? 1N/kg=1.2kg,
then the cylinder density ρ =mV =1.2kg8×1? 4m3 = 1.5× 13kg/m3.
(4) It can be seen from the image that the depth of the lower surface is h=4cm=.4m, regardless of the rise of the water surface, when the cylinder is just submerged and the object descends by 4cm.
therefore, the liquid pressure on the lower surface just after immersion is P=ρ water GH = 1.× 13kg/m3× 1n/kg× .4m = 4Pa..
Answer: (1) The gravity of the cylinder is 12n.
(2) The buoyancy of the cylinder when submerged is 8n.
(3).