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Acid Base reactions
ОглавлениеMolarity. Molality. Normality
1. Let say we have 100 ml of H2SO4 solution and it contains 0.49 g of H2SO4
What is Molarity?
What is Molality?
What is Normality?
1 Molar solution contains a number of grams equal to molecular mass per one liter of solution.
MW of H2SO4 = 2 +32 +4* 16 = 98g
I mole = 98g/L
We have to find how many grams of H2SO4 given solution are contained in 1 liter.
100 ml = 0.1 L and contains 0.49 g
1 L contains X g
X = 0.49 * 1 / 0.1 = 4.9 g.
98g/L – 1 mole
4.9 g/L – X moles
X = 4.9 * 1 / 98 = 0.05 moles
The molarity of a 100 ml solution of H2SO4, which contains 0.49 g of H2SO4, equals 0.05 moles.
What is Molality? Molality is moles of solute / kg of solvent.
A solute is a substance dissolved in another substance.
A solvent is a substance in which another substance is dissolved
What is normality? An equivalent is the molecular mass or mass of acid or base that produce one mole of protons (H+) or one mole of hydroxyl
(OH-) ions.
One mole of H2SO4 produces 2 moles of H+ then equivalent to H2SO4 = MW/2 = 49g/L
49g/L is 1 Normal solution
4.9g/L solution is – X N
X= 4.9 * 1/ 49 = 0.10 N.
The normality of 100 ml solution of H2SO4, which contains 0.49 g of H2SO4, equals 0.10 N.
2. We have 10 ml of NaOH unknown concentration. The solution was titrated with 0.10 N solution of H2SO4 and 15 ml were required for neutralization. What is the concentration of NaOH?
Nb * Vb = Na * Va
where V is volume, N is Normality, b – base and a – acid
Nb = Na * Va / Vb = 0.10 * 15 / 10 = 0.15 N
The concentration of NaOH = 0.15 N.
Weight and Volume problems:
1. How many liters of Hydrogen are produced from one liter of water?
2H20 = 2H2 +02
First, we have to find how many grams of water are spent and how many grams of H2 are produced?
MW of H20 = 2 +16 = 18
If we spent 2 molecules of H20 then we spent 18 * 2 =36 g.
MW H2 = 2 and we got 2 molecules of H2. 2*2 = 4g
36 g of water produces 4 g of Hydrogen
1000 g of water produces X g of Hydrogen.
X = 4 * 100 / 36 = 111.1 g
I mole of Gas under normal conditions occupies 22.4 liters.
So we have to know how many moles of H2 are produced.
1 mole of H2 equals 2 g
X mole of H2 equals 111.1g
X = 111.1g / 2g = 50.6 moles of H2
1 mole of H2 occupies 22.4 liters
50.6 moles of H2 occupy X liters
X = 50.6 moles * 22.4L = 1232 L