The density of mercury is 5,427 $kg$$/m^3$. If the density of water is $1.0$ $g$$/mL$, will mercury float or sink in water?

We need to (i) find the volume of mercury; and (ii) convert this volume into a mass by use of the quoted . $"Volume of mercury"$ $=$ $76.0*cmxxpixx(0.5*cm)^2$ $=$ $59.7$...

For a given substance, its tells you the mass occupied by one unit of volume of that substance. In essence, is a measure of how well the molecules of...

Considering that at the same temperature the of water is $d=1g/(cm^3)$ which is greater than that of the object, therefore the object will float but not to the top surface...

of carbon tetrachloride at ambient conditions is approximately 1.5 g/ml, so for a given volume carbon tetrachloride has a higher mass than water. So when combined the carbon tetrachloride...

$"Density", rho="Mass"/"Volume"$. Thus $rho$ $=$ $(157*g)/(412*g*cm^-3) = ??*g*cm^-3.$ Because, this object will displace less water mass than it itself possesses, there will be a buoyant upward force, see

If $rho_"object">rho_"fluid"$ the object SINKS... If $rho_"fluid">rho_"object"$ the object FLOATS.. The human body is more or less composed of water. And we more or less can float on fresh water....

If an object is more dense than water, it will sink. If it's less dense than water, it will float. Gold would sink because of its higher density, but pumice...

The formula we are going to use is $rho=m/V$ => where $rho$ is the in $g/mL$, $m$ is the mass in grams, and $V$ is the volume in $mL$....

Stokes' Law Stokes' law states that the settling velocity $v$ of small spheres in a fluid is given by $v = (gd^2(ρ_p - ρ_f))/(18eta)$ where $g$ = the gravitational...

And because the ice is LESS dense than the liquid water (quite an unusual property), the ice floats in water because of the upward, buoyant force, with demonstrable hazard to...