Solutions, Solubility, and Polarity
Solutions, Solubility, and Polarity
HMH Chapter 4.3 Updated 2026
Mixture Classification
Matter:
Is it a homogeneous mixture or a pure substance?
Pure substance:
Can it be simplified chemically? Yes
Element: Contains only one type of atom.
Compound: Can also be simplified chemically into elements.
Mixture:
Is it uniform throughout? No: Heterogeneous mixture.
Is it uniform throughout? Yes: Homogeneous mixture.
Solutions Basics
Homogeneous Mixtures: Uniform throughout.
Terms Defined:
Solvent: The dissolving agent (e.g., water is referred to as the universal solvent).
Solute: The dissolved substance (e.g., salt or any ionic compound, could also be a polar covalent compound).
Key Phrase: "Like dissolves like".
Miscibility: The ability of two fluids to mix.
Common Terminology in Solutions
Soluble:
Substances that form a solution in water (e.g., table salt in water, sugar in water).
Insoluble:
Substances that do not form a solution (e.g., sand in gasoline).
Miscible:
Fluids that are soluble in each other, applies to either liquid in liquid or gas in gas (e.g., water and ethanol, gases in the atmosphere).
Immiscible:
Fluids that do not form a homogeneous mixture (e.g., oil and water).
Solutions and Electrolytes
Electrolytes:
Ions in solution that conduct electricity due to their charges.
Distinction between types of electrolytes:
Strong Electrolytes:
100% dissociation in water (e.g., HCl, NaOH).
Weak Electrolytes:
Only partially dissociate in water (e.g., CH3COOH (acetic acid), NH3).
Discussed in relation to acids and bases study.
Non-electrolytes:
Compounds that do not ionize or dissociate (e.g., molecular compounds).
Solubility Concept
Solubility:
The maximum quantity of solute that will dissolve in a specified quantity of water at a specific temperature.
Usually measured using 100g of water.
Variables Affecting Solubility Rate:
Temperature, pressure, size of crystals, and vigor/duration of stirring.
Important note: There exists a maximum solubility limit; once reached, the solution becomes saturated.
Calculating Concentration
Concentration:
The amount of solute dissolved in a quantity of solvent or solution.
Common methods for calculating concentration include:
Mass/Volume: Measured in g/L.
% Composition: By mass or volume.
Molarity (M): Moles of solute per liter of solution - expressed as mol/L. Example: 2.5 M NaOH solution.
Molality (m): Moles of solute per kg of solvent - expressed as lowercase "m". Example: 3.7 m HCl solution.
Parts per Million (ppm) or Parts per Billion (ppb).
Concentration Calculations - Grams per Liter
Formula:
ext{Grams per Liter (g/L)} = rac{ ext{Grams Solute}}{ ext{Liters of Solution}}Example:
Calculate the concentration of 25g of NaCl in 500mL of solution.
Use the formula:
ext{Grams per Liter (g/L)} = rac{25g}{0.5L}
Concentration Calculations - Percent Concentration
Formula:
ext{Percent Concentration} = rac{ ext{Grams Solute}}{ ext{Grams of Solution}} imes 100Example:
Calculate the % concentration of 17g of NaCl dissolved in 183g of water.
Concentration Calculations - Parts per Million
Formula:
ext{ppm} = rac{ ext{Grams Solute}}{ ext{Grams of Solution}} imes 1,000,000Example:
The EPA set the arsenic standard at 0.010 PPM. Calculate the ppm of 0.12g of Arsenic in 250g of solution to determine safety for drinking.
Concentration Calculations - Molarity
Formula:
ext{Molarity (M)} = rac{ ext{Moles Solute}}{ ext{Liters of Solution}}Example:
To digest food, the human body produces 5.6 grams of HCl for every 1.0 L of stomach acid solution. Calculate its molarity.
Concentration Calculations - Molality
Formula:
ext{Molality (m)} = rac{ ext{Moles Solute}}{ ext{kg of Solvent}}Example:
Ocean water has a percent concentration of 3.5% NaCl, indicating 3.5g of NaCl in 100g of solution. Calculate its molality, assuming the solution only consists of NaCl and water.
Solubility Review
Definition:
Maximum quantity of a solute that will dissolve in a defined quantity of water at a specific temperature (usually 100g).
Variables Influencing Dissolving Rate:
Temperature, pressure, size of crystals, stirring vigor/duration.
Saturation point: indicates maximum solubility achieved.
Solubility Curve
Solubility Curve: Illustrates how much solute dissolves in 100g of water at a certain temperature.
Saturated: Indicates a solution contains maximum solute possible.
Unsaturated: Can accommodate more solute.
Supersaturated: Contains more solute than solution typically accommodates.
Diagrams of both types often accompany descriptions.
Factors Influencing Solubility
Key Factors:
Not all compounds are soluble in water; solubility is influenced by properties beyond just temperature and pressure, particularly intermolecular forces.
The attractive forces between solute and solvent must surpass the solute's own intermolecular forces for dissolution to occur.
Precipitate: An insoluble solid forms and separates from a liquid solution, generally following a chemical reaction between two aqueous solutions.
Formation of Precipitate
Solubility Rules: These are empirical guidelines drawn from experimental observations, notably:
All common ionic compounds of alkali metals (Group 1), nitrates, and NH4^+ are soluble in water (NAG).
Sulfates, acetates, and Group 17 (except Fluorine) are typically soluble (SAG), except when combined with:
Lead (Pb)
Mercury (Hg)
Silver (Ag)
Calcium (Ca), Strontium (Sr), and Barium (Ba) (CaStroBear).
Solubility Mnemonic Techniques
Mnemonic for Solubility Rules:
NAGSAG for substances that are generally soluble:
Nitrate
Ammonium
Group 1 elements
Sulfates
Acetate
Group 17 elements (except fluorine)
Exceptions - Castro Bear:
Calcium (Ca²⁺)
Strontium (Sr²⁺)
Lead (Pb²⁺)
Mercury (Hg²⁺)
Barium (Ba²⁺)
Writing Precipitation Reaction Equations
Types of Reactions: Focus on double replacement reactions involving solids in aqueous solutions.
Equations Types:
Molecular: Represents the overall reaction with compounds (e.g.,
ext{Pb(NO}3 ext{)}2(aq) + 2 ext{KI}(aq)
ightarrow ext{PbI}2(s) + 2 ext{KNO}3(aq) ).Complete Ionic: Represents all ions involved (e.g.,
ext{Pb}^{2+}(aq) + 2 ext{NO}3^{-}(aq) + 2 ext{K}^{+}(aq) + 2 ext{I}^{-}(aq) ightarrow ext{PbI}2(s) + 2 ext{K}^{+}(aq) + 2 ext{NO}_3^{-}(aq) ).Net Ionic: Eliminates spectator ions (e.g.,
ext{Pb}^{2+}(aq) + 2 ext{I}^{-}(aq)
ightarrow ext{PbI}_2(s) ).Only the species actively participating in the reaction are shown.
If all components in the equation are soluble, it is classified as no reaction.