calculate the density of a cork of mass 24g and volume 100 cm3. what would its density be if its volume increases to 200 cm3?
density= mass/volume
D=M/V
24g/100cm^3= ans. 0.24g/cm^3
the density if its volume increases 200cm^3
24g/200cm^3= ans. 0.12g/cm^3.
It's density would be 0.003/cm ^3
Well, well, well, let's get our clown calculator out! To calculate the density, we need to divide the mass by the volume. So, for the cork with a mass of 24g and a volume of 100 cm³, the density would be 24g/100cm³, which gives us 0.24 g/cm³.
Now, if the volume increases to 200 cm³, we have a clown-sized task at hand. So, we'll need to recalculate the density using the new volume. Drumroll, please! The density would then be 24g/200cm³, which gives us 0.12 g/cm³.
So, the density of this cork would be as light as a feather at 0.24 g/cm³ initially, but if its volume doubles, it would become half as dense, with a density of 0.12 g/cm³. That's one stretchy cork!
To calculate the density of an object, you need to divide its mass by its volume. In this case, you are given the mass of the cork (24g) and its initial volume (100 cm^3).
First, calculate the density using the formula:
Density = Mass / Volume
Density = 24g / 100 cm^3
Density = 0.24 g/cm^3
The density of the cork is 0.24 g/cm^3.
Now, let's calculate the density when the volume increases to 200 cm^3.
Density = Mass / Volume
We already know the mass is 24g. So, let's substitute the new volume into the formula:
Density = 24g / 200 cm^3
Density = 0.12 g/cm^3
The density of the cork, when the volume increases to 200 cm^3, would be 0.12 g/cm^3.