A block of metal has a width of 32 cm, a length of 17.1 cm, and height of 38 cm. Its mass is 1.1kg. What is the density of the metal?

The question is not clear but I think this is likely what you are looking for. If $2/3$ of the block of wood is submerged then $color(white)("XXX")$the mass of water...

$"Density"$, $rho$ $=$ $"Mass"/"Per unit volume"$ $=$ $(146*g)/((6.0xx3.0xx3.0)*cm^3)$ $=$ $??*g*cm^-3$ Would this block float in water? Why or why not?

And we can calculate the from these data: So here, $rho_"copper"$ $=$ $(1866*g)/(8.4*cmxx5.5*cmxx4.6*cm)$ $=$ $8.7*g*cm^-3$ This also gives you the appropriate dimensions, $g*cm^-3$.

$"density"="mass"/"volume"$ The mass is given as $"94 g"$. The volume can be calculated by multiplying the length, width, and height. $V=2"cm"xx3"cm"xx2"cm"="12 cm"^3$ Plug the known values into the density...

Density is mass per unit of volume. The density formula is: $D=M/V$, where: $D$ is density, $M$ is mass, and $V$ is volume. You have been given the mass as...

$"Density"$ $=$ $"Unit mass"/"Unit volume"$. Given that most materials have uniform volume, and uniform mass, the quotient remains constant. In other words, $"density"$ is a so-called property.

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 $mL$....

$"Density"$ is a so-called , whose magnitude does not depend on the size of the system. For a given temperature, thus $10*kg$ of water has the same as $1*kg$ of...

Ionic bonds occur between anions and cations. And cations may be metallic, i.e., $M^(2+)$, or they may be non-metallic, i.e. ammonium salts, $NH_4^+$. And anions, while typically non-metallic, i.e. $X^-$...

The idea here is that $"1 kg-mole"$ is equal to $10^3$ moles. This is the case because a mole of a substance must contain a number of particles of...