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Chemical Reactions and Equations

Chemical Equations

  • Basic word equation: Hydrogen + Oxygen → Water
  • Chemical equation with state symbols:
    • Unbalanced: H2 + O2 → H_2O
    • Balanced: 2H2 + O2 → 2H_2O

Ionic Equations

  • Focus on ionic equations, half equations, and redox reactions.

Example: Magnesium and Zinc Sulfate

  • Reaction: Magnesium (solid) + Zinc Sulfate (aqueous) → Magnesium Sulfate (aqueous) + Zinc (solid)
    • Mg(s) + ZnSO4(aq) → MgSO4(aq) + Zn(s)
  • This is a displacement reaction.

Displacement Reaction

  • A more reactive element displaces a less reactive element.
    • Magnesium is more reactive than zinc, hence it displaces zinc from zinc sulfate.
  • If the reverse occurs (Zinc + Magnesium Sulfate), no reaction happens because zinc is less reactive than magnesium.
    • Zn(s) + MgSO_4(aq) → No Reaction

State Symbols

  • s = solid
  • l = liquid
  • g = gas
  • aq = aqueous (dissolved in water)
    • Aqueous solutions contain ions.
    • Example: ZnSO4(aq) consists of Zn^{2+} and SO4^{2-} ions floating freely in water.

Ionic Equation Breakdown

  • Mg(s) + ZnSO4(aq) → MgSO4(aq) + Zn(s)
  • Mg(s) + Zn^{2+}(aq) + SO4^{2-}(aq) → Mg^{2+}(aq) + SO4^{2-}(aq) + Zn(s)
  • Spectator ions: Ions that do not participate in the reaction (e.g., SO4^{2-}, which remains SO4^{2-}).
  • Ionic Equation: Includes only the reacting species.
    • Mg(s) + Zn^{2+}(aq) → Mg^{2+}(aq) + Zn(s)

Half Equations

  • Breaking down the ionic equation into oxidation and reduction half-reactions.

Magnesium Half-Equation

  • Mg → Mg^{2+} + 2e^-
  • Magnesium loses two electrons to become Mg^{2+}.

Zinc Half-Equation

  • Zn^{2+} + 2e^- → Zn
  • Zinc gains two electrons to become Zn.

Oxidation and Reduction (Redox)

  • Oxidation: Loss of electrons.
    • Mg → Mg^{2+} + 2e^- (Magnesium is oxidized)
  • Reduction: Gain of electrons.
    • Zn^{2+} + 2e^- → Zn (Zinc is reduced)
  • Redox Reaction: A reaction where both oxidation and reduction occur simultaneously.

Chemical Formulas

Determining Chemical Formulas Using the Periodic Table

  • Elements in the same group have similar ionic charges.
    • Group 1 elements form +1 ions.
    • Group 2 elements form +2 ions.
    • Group 3 elements form +3 ions.
    • Group 5 elements form -3 ions.
    • Group 6 elements form -2 ions.
    • Group 7 elements form -1 ions.

Examples of Ions

  • Oxygen (Group 6): O^{2-}
  • Nitrogen (Group 5): N^{3-}
  • Lithium (Group 1): Li^{+1}
  • Sodium (Group 1): Na^{+1}
  • Magnesium (Group 2): Mg^{2+}
  • Calcium (Group 2): Ca^{2+}

Swap and Drop Method

  • Used to determine chemical formulas.

Procedure

  1. Identify the ions and their charges.
  2. Swap the magnitudes of the charges.
  3. Drop the charges.

Example: Magnesium Chloride

  • Magnesium: Mg^{2+}
  • Chloride: Cl^{-1}
  • Swap and Drop:
    • Mg1Cl2
  • Chemical Formula: MgCl_2

Practice Examples

  • Sodium Chloride: NaCl
  • Magnesium Bromide: MgBr_2
  • Calcium Fluoride: CaF_2
  • Aluminum Oxide: Al2O3
  • Magnesium Oxide: MgO

Transition Metals and Roman Numerals

  • Transition metals can have multiple oxidation states (variable charges).
  • Roman numerals indicate the charge of the transition metal ion.

Example: Iron (III) Oxide

  • Iron (III): Fe^{3+}
  • Oxide: O^{2-}
  • Chemical Formula: Fe2O3

Example: Cobalt (II) Chloride

  • Cobalt (II): Co^{2+}
  • Chloride: Cl^{-1}
  • Chemical Formula: CoCl_2

Common Ions

  • Iron (II): Fe^{2+}
  • Iron (III): Fe^{3+}
  • Sulfate: SO_4^{2-}
  • Sulfide: S^{2-}
  • Carbonate: CO_3^{2-}
  • Nitrate: NO_3^{-}
  • Hydroxide: OH^{-}

Chemical Formula Examples with Polyatomic Ions

  • Aluminum Hydroxide: Al(OH)_3
  • Calcium Nitrate: Ca(NO3)2
  • Sodium Nitrate: NaNO_3

Importance of Fundamentals

  • Understanding chemical formulas and equations is crucial for success in chemistry.
  • Practice with examples to build confidence.

Splitting Substances in Equations

  • AgNO_3 and KCl are expected to be split into ions in aqueous solutions.

Applications

  • Dentistry requires knowledge of chemical language (formulas and equations).