About two cups full.
The density would be 25/500 =0.05 g/mL This is a totally unlikely result since the rock has roughly one twentieth the density of water!
The volume is still 100 ml: the shape does not affect the volume.
The water will rise by the volume of the brass: volume = mass/density = 129g / 8.56 g/ml ≈ 15.1 ml → final reading ≈ 50.0 ml + 15.1 ml = 65.1 ml
Only if it is water, which has a mass of 1gram per ml volume
Almost exactly 100.00 mL.
Strangely enough, it is 500 millilitres!
1 gram = 1 mL so;500 g = 500 mL34
The density of water is pretty close to 1 g / mL across the range of temperatures that it is a liquid. So 500 g / (1 g/mL) = 500 mL = 0.5 liter
To make a 500 dilution, add 1 part of the substance you are diluting to 499 parts of water. For example, if you have 1 mL of the substance, you would add 499 mL of water to make a total volume of 500 mL for the dilution.
if you are talking about water then 500 grams of water is 500 ml of water. I hope this is what you mean.
Since there are 1,000 mL in one liter, there are 500 mL in 1/2 liter.
the porosity is 50%
the porosity is 50%
That depends what substance is in the 500 ml volume, and how much mass is in each ml of that substance. If the 500 ml are full of stones or lead, they contain many many mg of mass. If the 500 ml are full of water, they contain roughly 5,000 mg of mass. If the 500 ml are full of air, they contain far fewer mg of mass. If the 500 ml are empty, they contain no mg of mass at all.
There is 500 ml of liquid and 70% of it is alcohol so 30% is water. .3x500 =150 so 150 ml of H2 O Note 30% = .3=3/10 and 3/10 x500=1500/10=150
mL is a unit of volume !
If you know the volume of something you can find its weight (or mass) if you know it's density. Density is a measure of a substances mass per unit volume. So for example; Q: How much does 0.5 litres of water weigh? A: The density of water is roughly 1 gram per cm3. A cm3 is the same as a mL (millilitre), and there are 500 mL in a 0.5 litres. So, weight = 1 g/mL * 500 mL = 500 g You can find densities of various substances on the internet or in reference texts.