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solve for m.
deterimine moles by dividing m by molecular weight (be sure to use same units).
determine molecules by mulitplying resulting moles by mole number (it's been awhile--I think it's 6.24 x 10 to the 23? called Avegerros' number? anyway, you can look it up.)
To get the molecules, you should first solve how many grams of water are present. So you should multiply the density with the volume.
1.00g/ml times 2.56 ml is equal to 2.56g of water.
then multiply the mass with the molar mass of water. in water there are two hidrogen molecules and 1 oxygen molecule, so the molar mass would be 18.
Deviding 2.56g by 18g would give mole number of the water and to get the number of the molecules, you should times avogdro's number(6.23x10^23).
the answer would be 8.56x10^22
Density = mass/volume.
Mass = Density * Volume.
density = 1g/ml
Volume = 2.56 ml
Mass = 1 * 2.56 = 2.56 g.
We know 1 mole contain 6.02 x 10^23 molecules.
Moles = mass/molar mass
= 2.56/18 [ Molar mass of water = 18]
Therefore 0.142 moles of water will contain 0.142 * 6.02 x 10^23 molecules = 8.5484 * 10^22 molecules.
So 2.56 ml of water at that temperature contain 8.5484 * 10^22 molecules.
Here the density of water is 1g/ml and the volume is given as 2.56 mL
density = mass/volume
mass = densitys * volume
Mass of water = (1.00 g/mL ) * (2.56 mL) = 2.56 gram
now the molar mass of water is 18 g/mol.
mole = mass/molar mass
Moles of water = (2.56 g)/(18 g/mol) = 0.142 mol of water
we know that 1 mole of any substance has s6.023*10^23 molecule
so 0.142 mol of water will have
0.142 mol water * (6.023*10^23 molecule of water/ 1 mol of water)
8.55*10^22 molecule of water
18 gram of water contains 1 mole of water molecules.
The density of water at 4 deg C =1.00gm/mL.
Therefore, water by mass in 2.56 mL = =volume*density=2.56*1=2.56gm.
Number of water molecules in 1 gm of water=(1/18)mole=(6.022137 × 10^23 )/18molecules
Therefore the number of water molecules 2.56 gm of water:
=(2.56)(6.022137 × 1023)/18=8.564817067*10^22molecules of water.
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