A piece of metal that measures 33.0 cm by 46.0 cm by 48.0 cm has a mass of 800.0 grams. What is the density of the metal? Would the piece of metal float in water?

The formula for is $color(blue)(|bar(ul(color(white)(a/a) "Density" = "Mass"/"Volume" color(white)(a/a)|)))" "$ or $color(blue)(|bar(ul(color(white)(a/a) ρ = m/Vcolor(white)(a/a)|)))" "$ And the formula for volume is $color(blue)(|bar(ul(color(white)(a/a) "Volume"...

The wood will float if it has less than the water. Density is defined by mass per volume, therefore we just need to find the volume of the wood since...

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...

The density, $rho$, of mercury $=$ $13,593*kg*m^-3$; it is $13.6*g*cm^-3$ in more accessible units. Anyway, mercury metal is pretty dense stuff. If you ever found a pool of mercury, you...

Find the volume of water added to fill the flask. $Density = (mass)/(volume)$ $Volume = (mass)/(density)$ $Vol (mL) = (18.52g)/((0.9970g)/(mL))$ $Vol (mL) = (18.52g)*((mL)/(0.9970g))$ $Vol (mL) = 18.58mL$...

The density of a substance can be calculated using: $d=m/V$ where $m$ is the mass, and $V$ is the volume. Here we do not have the volume given, however...

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 $mL$....

The formula for is given by $rho = "mass"/"volume"$ You were given a mass of 2 grams. If the side of one cube is 1 cm, then it's volume is...

By definition.... $rho,$ $"density"$ $=$ $"mass"/"volume"$, and thus is an INTENSIVE material property rather than an extensive property such as mass or charge. Is the density likely to be...

I would consider the Linear of the pipe as: $delta="Linear Density"="mass"/"length"$ or: $delta=800/150=5.3g/(cm)$ When you cut it you are left with $90cm$ of pipe but with the same linear density...