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Understanding Ionic Double Replacement Reactions
Feb 19, 2025
Predicting Products of Ionic Double Replacement Reactions
Key Concepts
Ionic Double Replacement Reaction
: Two ionic compounds exchange ions.
Ionic Compound
: Consists of a cation (positive) and an anion (negative).
Objective
: Predict products, determine solubility, and balance the equation.
Steps to Predict Products
Write the Ions for Reactants
: Identify the ions present in the reactants.
Recombine Ions
: Switch partners between cations and anions.
Determine Solubility
: Check if a precipitate forms by consulting solubility rules.
Balance the Equation
: Ensure the number of atoms for each element is the same on both sides.
Solubility Rules Overview
Soluble Compounds
:
Group 1 cations (e.g., sodium, lithium, potassium).
Chloride, bromide, iodide (except with silver, mercury, lead).
Acetate, bicarbonate, nitrate, chlorate.
Sulfates (except with group 2 metals, lead 2, iron 3).
Insoluble Compounds
:
Carbonates, chromates, phosphates, sulfides (except with group 1 cations and ammonium).
Hydroxides (except with group 1 cations and barium).
Example: Sodium Carbonate with Iron 3 Sulfate
Reactants Identification
Sodium Carbonate
: Na⁺, CO₃²⁻
Iron 3 Sulfate
: Fe³⁺, SO₄²⁻
Formulas
Sodium Carbonate
: Na₂CO₃ (Aqueous because sodium compounds are soluble)
Iron 3 Sulfate
: Fe₂(SO₄)₃ (Aqueous based on sulfate solubility rules)
Predicting Products
Partner Switch
:
Sodium sulfate: Na₂SO₄ (Soluble, sodium is a Group 1 cation)
Iron 3 carbonate: Fe₂(CO₃)₃ (Insoluble, forms a solid as per carbonate rules)
Reaction Occurrence
Reaction occurs if a solid forms. Here, iron 3 carbonate is the precipitate.
Balancing the Equation
Initial Products
: Na₂SO₄ (Aq) + Fe₂(CO₃)₃ (Solid)
Balanced Equation
:
Adjust coefficients to ensure same number of each atom on both sides.
Example balancing might involve ensuring equal numbers of sodium ions, sulfate ions, etc.
Practice Suggestions
Work on predicting reactions and balancing equations.
Understand and memorize solubility rules for effective prediction.
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