Tag: upthrust in fluids, archimedes' principle and floatation
Questions Related to upthrust in fluids, archimedes' principle and floatation
A ball weighing $4 kg$ of density $4000{ kg }\quad { m }^{ { -3 } }$ is completely immersed in water of density $1000{ kg }\quad { m }^{ { -3 } }.$ Find the force of buoyancy on it. (Given $g = 10 { ms } ^ { - 2 }$)
A ship of mass $ 3 \times10$ initially at rest is pulled by a force of $5\times 10$ N through a distance of Assuming that the resistance due to water is negligible, the speed of the ship is
A balloon has volume of $1500\, m^3$. It is filled with hydrogen $(\rho = 0.09\, gL^{-1})$. If the density of air is $1.29\, gL^{-1}$, it can lift a total weight of
An object measuring $2\times 2\times 5{cm}^{3}$ has a mass of $16g$. It is put in water of density $1g/cc$. Percentage of its volume outside water while floating is
lce pieces are floating in a beaker $A$ containing water and also in a beaker $B$ containing miscible liquid of specific gravity $1.2 .$ When ice melts, the level of
Statement I:- An ice ball is floating in water. Some stone pieces are embedded inside the ice. When ice will melt level of water will fall.
Statement I:- In floating condition,stone pieces will displace more liquid compared to the condition when they sink.
A block of wood is floating in water in a closed vessel as shown in the figure. The vessel is connected to an air pump. When more air is pushed into the vessel, the block of wood floats with : (neglect compressibility of water)
A block of wood floats is water with $ 2/5^{th} $ of its volume above the surface Calculate the density of wood.
A block of wood floats in a liquid with four-fifths of its volume submerged. If the relative density of wood is $0.8$, what is the density of the liquid in units of $kg\, m^{-3}$?
We have two different liquids A and B whose relative densities are 0.75 and 1.0, respectively. If we dip solid objects P and Q having relative densities 0.6 and 0.9 in these liquids, then: