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Some Basic Concepts of Chemistry

Physical Chemistry Weightage: 7 Marks CBSE Unit 1
“Chemistry is the science of molecules and their transformations. It is the science not so much of the one hundred elements but of the infinite variety of molecules that may be built from them.”
— ROALD HOFFMANN

1. Nature & Classification of Matter

Matter is anything that possesses mass and occupies space. At the macroscopic level, it classifies into a structural taxonomy:

MATTER Mixtures Pure Substances Homogeneous e.g., Air, Salt solution Heterogeneous e.g., Suspensions, Sand Elements e.g., Na, Cu, H₂, O₂ Compounds e.g., H₂O, CO₂, NH₃
Figure 1.1: Macroscopic Taxonomy of Matter

2. States of Matter Phase Transitions

SOLID Definite shape & vol LIQUID Definite vol only GAS No definite shape/vol Melting (ΔH > 0) Freezing (ΔH < 0) Vaporisation Condensation Sublimation → (Solid to Gas directly) ← Deposition (Gas to Solid directly)
Figure 1.2: Phase Transition Dynamics & Thermal Driving Forces

3. Measurement, SI Units & Prefixes

Physical quantities are reported as a numerical value multiplied by a standard unit. The 7 SI Base Quantities:

Physical Quantity Symbol SI Base Unit Unit Symbol
Length ll metre m\text{m}
Mass mm kilogram kg\text{kg}
Time tt second s\text{s}
Electric current II ampere A\text{A}
Thermodynamic temperature TT kelvin K\text{K}
Amount of substance nn mole mol\text{mol}
Luminous intensity IvI_v candela cd\text{cd}

4. Uncertainty & Significant Figures

Rules for Determining Significant Figures

  1. All non-zero digits are significant (142 cm142\text{ cm} has 3).
  2. Leading zeros are mere placeholders (0.00250.0025 has 2).
  3. Trapped zeros between non-zero digits are significant (2.0082.008 has 4).
  4. Trailing zeros after a decimal point are significant (0.200 g0.200\text{ g} has 3).

5. Laws of Chemical Combination

  1. Conservation of Mass (Lavoisier, 1789): Matter can neither be created nor destroyed; total reactant mass equals total product mass.
  2. Definite Proportions (Proust, 1799): A chemical compound always contains elements combined in a fixed mass ratio regardless of source.
  3. Multiple Proportions (Dalton, 1803): When two elements form more than one compound, the masses of one element combining with a fixed mass of the other are in small whole-number ratios.
  4. Gay-Lussac’s Law (1808): Gases react in simple volume ratios under constant temperature and pressure.
  5. Avogadro’s Law (1811): Equal volumes of gases under identical conditions contain equal numbers of molecules.

6. The Mole Engine & Interactive Converter

The mole connects microscopic particles with measurable laboratory masses:

⚡ Interactive Molar Mass Distribution (H₂O vs CO₂ vs C₆H₁₂O₆)

Chart.js Engine
Mass per component element for 1 mole of each compound

Moles (n)=Mass (m)Molar Mass (M)=N6.022×1023=VSTP (L)22.7 L\text{Moles }(n) = \frac{\text{Mass }(m)}{\text{Molar Mass }(M)} = \frac{N}{6.022 \times 10^{23}} = \frac{V_{\text{STP (L)}}}{22.7\text{ L}}

7. Atomic, Molecular & Formula Masses

8. Percentage Composition & Formulas

Mass %=Mass of element in 1 mol of compoundMolar mass of compound×100\text{Mass } \% = \frac{\text{Mass of element in 1 mol of compound}}{\text{Molar mass of compound}} \times 100

Molecular Formula=n×(Empirical Formula),n=Molar MassEmpirical Formula Mass\text{Molecular Formula} = n \times (\text{Empirical Formula}), \quad n = \frac{\text{Molar Mass}}{\text{Empirical Formula Mass}}

9. Stoichiometry & Limiting Reagents

In a balanced chemical reaction, stoichiometric coefficients define conversion proportions:

10. Concentration Terms in Solutions

Concentration Term Expression / Formula Temperature Dependence
Mass % (% w/w\% \text{ w/w}) wBwA+wB×100\frac{w_B}{w_A + w_B} \times 100 Independent
Mole Fraction (χA\chi_A) nAnA+nB(∑χi=1)\frac{n_A}{n_A + n_B} \quad (\sum \chi_i = 1) Independent
Molarity (MM) wB×1000MB×VmL\frac{w_B \times 1000}{M_B \times V_{\text{mL}}} Dependent (T↑  ⟹  V↑  ⟹  M↓T \uparrow \implies V \uparrow \implies M \downarrow)
Molality (mm) wB×1000MB×Wsolvent (g)\frac{w_B \times 1000}{M_B \times W_{\text{solvent (g)}}} Independent