Every key formula and result from the Class 12 Chemistry NCERT syllabus, organised by chapter, in one place. Cross-linked to our full Chapter-wise Solutions. More chapters will be appended here as their Solutions are published.
Class 12 Chemistry Formulas Handbook
Chapter 1: The Solid State
- Density formula: d = ZM/(a³N_A)
- Packing efficiency: simple cubic 52.4%, bcc 68%, ccp/hcp 74%
- Coordination number: simple cubic=6, bcc=8, ccp/hcp=12
- Void radius ratios: tetrahedral r/R≈0.225, octahedral r/R≈0.414
- Voids in close packing: tetrahedral = 2n, octahedral = n (n=number of spheres)
- Edge length relations: simple cubic a=2r; bcc √3a=4r; fcc √2a=4r
- See full Chapter 1 Solutions
Chapter 2: Solutions
- Mass % = (mass of component ÷ total mass of solution) × 100
- Volume % = (volume of component ÷ total volume of solution) × 100
- Mass by volume % = (mass of solute in g ÷ volume of solution in mL) × 100
- ppm = (amount of component ÷ total amount of solution) × 10^6
- Mole fraction: x_A = n_A ÷ (n_A + n_B)
- Molarity: M = moles of solute ÷ volume of solution (L)
- Molality: m = moles of solute ÷ mass of solvent (kg)
- Henry’s law: p = K_H · x
- Raoult’s law (volatile solute): p1 = x1 p°1; p_total = x1 p°1 + x2 p°2
- Raoult’s law (non-volatile solute): (p°−p) ÷ p° = x2 (relative lowering of vapour pressure)
- Elevation of boiling point: ΔTb = i · Kb · m
- Depression of freezing point: ΔTf = i · Kf · m
- Osmotic pressure: π = i · C · R · T
- Van’t Hoff factor: i = normal molar mass ÷ observed molar mass = observed colligative property ÷ calculated colligative property
- Van’t Hoff factor (dissociation into n ions): i = 1 + (n−1)α
- Van’t Hoff factor (association into n-mer): i = 1 − α(1 − 1/n)
See full Chapter 2 Solutions NCERT Solutions.
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