The mass of an empty container is 66.80 grams. The mass of the container filled with water is 104.30 grams....

Question

What is the volume of the container, using a density of 1.00 g/cm^3? (in cubic cm)

Answer 1

The difference between those two masses is the mass of the water in it . That makes the water = 104.3-66.8 = 37.5 gm.

The volume is mass/density so it is 37.50gm/1.00 gm/cm^3.

That is a volume of 37.5 cm^3

Answer 2

The mass of water is 37.5 g and as density is 1 g/cm^3 the volume is 37.5 cm^3

Answer 3

Hi,

We have that the total mass is 104.3 grams. Then the mass of the water must be

104.3 - 66.8 = 37.5 grams

Now, if the density of water is taken at 1 gram /cc, then

37.5 grams / 1 gram/cc = 37.5 cc of water.

Since the flask was filled, that means the volume of the flask is 37.5 cc, or 37.5 milliliters.

Unless I made a mistake somewhere.


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I have to learn to type faster.
:-)

Answer 4

Mass of container = 66.80g

Mass of container filled with water = 104.30

Hence mass of water = 104.3-66.8
= 37.50g

Since the volume occupy by the water= the vol. of container

And density = mass/vol

implies vol.= mass x density
= 37.50g x 1.00g/cm3 =37.05cm3

Answer 5

mass of container = 66.8
mass of container +water=104.30
mass of water in the container=104.3-66.8=37.5
density=1
density=mass/volume
1=37.5/volume
volume=37.5 cm^3

Answer 6

Mass of container with water=104.30gm
Mass of empty container =66.80gm
Mass of water --------------------= 104.30 - 66.80=37.50 gm

volume of 1 gm of water=1cc (because density =1gm/cc)
volume of 37.50 gm of water=37.5cc
Therefore volume of container which holds water of 37.5 gm of water=37.5 cc
This is calculated on the basis of asumption that volume of containter when nothing holds is negligible.

Answer 7

About 37.5 ml (1 ml = 1 cm^3), or 37.50 if you want correct significant figures.