SALT ANALYSIS
Objective
:: Concept of ions and formula designing by criss –cross method
IONS :: Ions are the atoms or a group
of atoms formed either by lose of gain of
electron(s).
TYPES OF IONS ::
Cations( + vely charged ions )[More proton
than electrons]
Anions (-vely charged ions ) [less proton than electrons]
Polyatomic ions and Monoatomic ions
Monoatomic ions
are formed from single atom ( Na+,
Cl-) while polyatomic ions are formed from group of atoms (NH4
+ , SO42- )
ATOMICITY . The no. of atoms present in one molecule of the substance is called
its atomicity. Eg Atomicity of sulphur is 8 phosphorous is 4.
Valency : The combining capacity
of an element is said to be its valency
|
Element/ionic species |
Symbol/Formula |
Atomicity |
Charge |
|
Ferous/Iron(II) |
Fe2+ |
---------- |
2 |
|
Feric /Iron (III) |
Fe 3+ |
---------- |
3 |
|
Mercurous/Mercury(I) |
Hg+ |
---------- |
1 |
|
Mercuric (II) |
Hg2+ |
---------- |
2 |
|
Silver |
Ag+ |
---------- |
1 |
|
Ammonium |
NH4 + |
---------- |
1 |
|
Stanous/Tin(II) |
Sn2+ |
---------- |
2 |
|
Stanic/Tin(IV) |
Sn4+ |
---------- |
4 |
|
Aluminium |
Al3+ |
---------- |
3 |
|
Lead(II) |
Pb2+ |
---------- |
2 |
|
Copper /Copper (II) |
Cu2+ |
|
2 |
|
Potassium |
K+ |
---------- |
1 |
|
Chloride |
Cl- |
---------- |
-1 |
|
Hydroxide |
OH- |
---------- |
-1 |
|
Cyanide |
CN- |
---------- |
-1 |
|
Bicarbonate/hydrogen carbonate |
HCO3- |
---------- |
-1 |
|
Sulphate |
SO42- |
---------- |
-2 |
|
Sulphite |
SO32- |
---------- |
-2 |
|
Sulphide |
S2- |
---------- |
-2 |
|
Nitrate |
NO3- |
---------- |
-1 |
|
Nitrite |
NO2- |
---------- |
-1 |
|
Nitride |
N3- |
---------- |
-3 |
|
Phosphate |
PO43- |
---------- |
-3 |
|
Phosphite |
PO33- |
---------- |
-3 |
|
Phosphide |
P3- |
---------- |
-3 |
|
Chlorate |
ClO3- |
---------- |
-1 |
|
Permanganate |
MnO4- |
---------- |
-1 |
|
Manganate |
MnO42- |
---------- |
-2 |
|
Dichromate |
Cr2O72- |
---------- |
-2 |
|
Chromate |
CrO42- |
---------- |
-2 |
|
Carbonate |
CO32- |
---------- |
-2 |
|
Oxalate |
C2O42- |
|
-2 |
|
Oxide |
O2- |
---------- |
|
|
Phosphorous |
P4 |
4 |
|
|
Sulphur |
S8 |
8 |
M.Mass=256 u |
|
Ozone |
O3 |
3 |
|
|
Dioxygen |
O2 |
2 |
|
|
Helium |
He |
1 |
|
Formula Designing of Ionic Compounds:: Ionic compounds are those whose constituent particles are ions held
together by strong electrostatic forces.
|
Name of compound |
Cationic Part |
Anonic Part |
Mol.Formula (tool criss cross method) |
|
Aluminiumsulphate |
Al3+ |
SO42- |
Al2(SO4)3 |
|
Feronssulphide |
Fe2+ |
S2- |
Fe2S2=FeS |
|
Potasium chromate |
K+ |
Cro42- |
K2CrO4 |
|
Ammonium sulphate |
NH4+ |
SO42- |
(NH4)2SO4 |
|
Lead nitrate |
Pb2+ |
NO3- |
Pb(NO3)2 |
|
Potassium Dichromate |
K+ |
Cr2O72- |
K2Cr2O7 |
Molecular Formula/ Empirical formula:-
Molecular Formula :: It is the
formula which represents the actual no. of atoms of various elements present in
one molecule of the compound.
Empirical formula :: It is the formula which
represents the simplest whole no. ratio of atoms of various elements present in
one molecule of the compound.
|
Compounds |
MF |
EF |
|
Hydrogen Peroxide |
H2O2 |
HO |
|
Oxalic acid(Anhydrous) |
H2C2O4 |
HCO2 |
DAY 2 2016-17
Objective :: Mole Concept and concept of concentration of solution.
|
Term |
Numeral Representation |
|
One Pair One Dozen 1 Mole |
02 12 6.022x1023 |
1 mole = 6.022x1023 identical
particles or entities =molar mass=22.4 L in case of gas at NTP
For example
I mole water= 6.022x1023 water
molecules = 18 g water
I mole CO2 = 6.022x1023
CO2 molecules = 44 g CO2 =22.4 L CO2 at NTP
Mole (n) =
unit of molar mass is g/mol
Note :
unit of molecular mass is u and one u is equal to one g/molEg- 44 u = 44 g/mol
Solution (Binary):-It is a
homogeneous mixture of two components whose composition may vary.
Solution = solute + solvent ( Component in
bulk)
Concentration of solution.
Concentration of solution = Amount of
solute/Amount of solvent/solution
Units of concentration :-
Mass % (w/W) =
Mass % (w/V) =
Molality (m) =
Molarity
(M) =
Strength =
Molarity X Molar mass
Unit of strength = g/L
Normality
= Molarity X n factor
|
Species |
n factor |
|
Acid |
No of replaceable H+ ions |
|
Base |
No of replaceable OH- ions |
|
Ion |
No of charge |
|
Oxidising agent/ Reducing |
Change in oxidation No. |
Dilution Law
M1V1= M2V2
10 %
w/W means 10 g of solute in 100 g of solution
Density
= Mass/ Volume
Problem : Calculate the
molality and molarity of 10 % w/W glucose solution if the density of solution
is 1.2 g/ml.( Molar mass of Glucose = 180 g/mol)
Solution : 10 % w/W means
10 g of solute present in 100 g of
solution.
Mass of solute= 10g
Mass of solvent =90 g
Mass of solution =100g
Volume of solution =
Volume of solution =
Volume of solution =
Volume of solution =
Moles of solute =
Moles of solute =
Moles of solute = 0.055
Molarity
(M) =
Molarity
(M) =
Molarity
(M) =
Molarity
(M) = 0.66 M
Molality (m) =
Molality (m) =
Molality (m) =
Molality (m) = 0.61 m
Note :: Molality is better than molarity to
express the concentration as it is temperature independent.
Problem :: How much water should be added in 200 ml of 5 M solution to prepare 2 M solution ?
Solution::
Milli moles before dilution = Milli moles
after dilution
M1V1= M2V2
5 X 200 = 2
X V2
V2 = 500 ml
Amount of added water = 500- 200 = 300 ml
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