Table of contents
- 1. Intro to General Chemistry3h 46m
- Classification of Matter16m
- Physical & Chemical Changes19m
- Chemical Properties7m
- Physical Properties5m
- Intensive vs. Extensive Properties13m
- Temperature12m
- Scientific Notation13m
- SI Units7m
- Metric Prefixes24m
- Significant Figures9m
- Significant Figures: Precision in Measurements8m
- Significant Figures: In Calculations14m
- Conversion Factors16m
- Dimensional Analysis17m
- Density12m
- Density of Geometric Objects19m
- Density of Non-Geometric Objects7m
- 2. Atoms & Elements4h 16m
- The Atom9m
- Subatomic Particles15m
- Isotopes17m
- Ions27m
- Atomic Mass28m
- Periodic Table: Classifications11m
- Periodic Table: Group Names8m
- Periodic Table: Representative Elements & Transition Metals7m
- Periodic Table: Element Symbols6m
- Periodic Table: Elemental Forms6m
- Periodic Table: Phases8m
- Periodic Table: Charges20m
- Calculating Molar Mass10m
- Mole Concept30m
- Law of Conservation of Mass5m
- Law of Definite Proportions10m
- Atomic Theory9m
- Law of Multiple Proportions3m
- Millikan Oil Drop Experiment7m
- Rutherford Gold Foil Experiment10m
- 3. Chemical Reactions4h 10m
- Empirical Formula18m
- Molecular Formula20m
- Combustion Analysis38m
- Combustion Apparatus15m
- Polyatomic Ions24m
- Naming Ionic Compounds11m
- Writing Ionic Compounds7m
- Naming Ionic Hydrates6m
- Naming Acids18m
- Naming Molecular Compounds6m
- Balancing Chemical Equations13m
- Stoichiometry16m
- Limiting Reagent17m
- Percent Yield19m
- Mass Percent4m
- Functional Groups in Chemistry11m
- 4. BONUS: Lab Techniques and Procedures1h 38m
- 5. BONUS: Mathematical Operations and Functions48m
- 6. Chemical Quantities & Aqueous Reactions3h 51m
- Solutions6m
- Molarity18m
- Osmolarity15m
- Dilutions12m
- Solubility Rules16m
- Electrolytes18m
- Molecular Equations18m
- Gas Evolution Equations13m
- Solution Stoichiometry14m
- Complete Ionic Equations18m
- Calculate Oxidation Numbers15m
- Redox Reactions17m
- Balancing Redox Reactions: Acidic Solutions17m
- Balancing Redox Reactions: Basic Solutions17m
- Activity Series10m
- 7. Gases3h 52m
- Pressure Units6m
- The Ideal Gas Law18m
- The Ideal Gas Law Derivations13m
- The Ideal Gas Law Applications6m
- Chemistry Gas Laws13m
- Chemistry Gas Laws: Combined Gas Law12m
- Mole Fraction of Gases6m
- Partial Pressure19m
- The Ideal Gas Law: Molar Mass16m
- The Ideal Gas Law: Density14m
- Gas Stoichiometry18m
- Standard Temperature and Pressure14m
- Effusion13m
- Root Mean Square Speed9m
- Kinetic Energy of Gases10m
- Maxwell-Boltzmann Distribution8m
- Velocity Distributions4m
- Kinetic Molecular Theory14m
- Van der Waals Equation9m
- 8. Thermochemistry2h 38m
- Nature of Energy6m
- Kinetic & Potential Energy9m
- First Law of Thermodynamics7m
- Internal Energy8m
- Endothermic & Exothermic Reactions7m
- Heat Capacity19m
- Constant-Pressure Calorimetry22m
- Constant-Volume Calorimetry10m
- Thermal Equilibrium8m
- Thermochemical Equations12m
- Formation Equations9m
- Enthalpy of Formation12m
- Hess's Law23m
- 9. Quantum Mechanics2h 58m
- Wavelength and Frequency6m
- Speed of Light8m
- The Energy of Light13m
- Electromagnetic Spectrum10m
- Photoelectric Effect17m
- De Broglie Wavelength9m
- Heisenberg Uncertainty Principle17m
- Bohr Model14m
- Emission Spectrum5m
- Bohr Equation13m
- Introduction to Quantum Mechanics5m
- Quantum Numbers: Principal Quantum Number5m
- Quantum Numbers: Angular Momentum Quantum Number10m
- Quantum Numbers: Magnetic Quantum Number11m
- Quantum Numbers: Spin Quantum Number9m
- Quantum Numbers: Number of Electrons11m
- Quantum Numbers: Nodes6m
- 10. Periodic Properties of the Elements3h 10m
- The Electron Configuration22m
- The Electron Configuration: Condensed4m
- The Electron Configurations: Exceptions13m
- The Electron Configuration: Ions12m
- Paramagnetism and Diamagnetism9m
- The Electron Configuration: Quantum Numbers16m
- Valence Electrons of Elements12m
- Periodic Trend: Metallic Character3m
- Periodic Trend: Atomic Radius8m
- Periodic Trend: Ionic Radius13m
- Periodic Trend: Ionization Energy12m
- Periodic Trend: Successive Ionization Energies11m
- Periodic Trend: Electron Affinity10m
- Periodic Trend: Electronegativity5m
- Periodic Trend: Effective Nuclear Charge21m
- Periodic Trend: Cumulative12m
- 11. Bonding & Molecular Structure3h 29m
- Lewis Dot Symbols10m
- Chemical Bonds13m
- Dipole Moment11m
- Octet Rule10m
- Formal Charge9m
- Lewis Dot Structures: Neutral Compounds20m
- Lewis Dot Structures: Sigma & Pi Bonds14m
- Lewis Dot Structures: Ions15m
- Lewis Dot Structures: Exceptions14m
- Lewis Dot Structures: Acids15m
- Resonance Structures21m
- Average Bond Order4m
- Bond Energy15m
- Coulomb's Law6m
- Lattice Energy12m
- Born Haber Cycle14m
- 12. Molecular Shapes & Valence Bond Theory1h 57m
- 13. Liquids, Solids & Intermolecular Forces2h 23m
- Molecular Polarity10m
- Intermolecular Forces20m
- Intermolecular Forces and Physical Properties11m
- Clausius-Clapeyron Equation18m
- Phase Diagrams13m
- Heating and Cooling Curves27m
- Atomic, Ionic, and Molecular Solids11m
- Crystalline Solids4m
- Simple Cubic Unit Cell7m
- Body Centered Cubic Unit Cell12m
- Face Centered Cubic Unit Cell6m
- 14. Solutions3h 1m
- Solutions: Solubility and Intermolecular Forces17m
- Molality15m
- Parts per Million (ppm)13m
- Mole Fraction of Solutions8m
- Solutions: Mass Percent12m
- Types of Aqueous Solutions8m
- Intro to Henry's Law4m
- Henry's Law Calculations12m
- The Colligative Properties14m
- Boiling Point Elevation16m
- Freezing Point Depression10m
- Osmosis19m
- Osmotic Pressure10m
- Vapor Pressure Lowering (Raoult's Law)16m
- 15. Chemical Kinetics2h 53m
- 16. Chemical Equilibrium2h 29m
- 17. Acid and Base Equilibrium5h 1m
- Acids Introduction9m
- Bases Introduction7m
- Binary Acids15m
- Oxyacids10m
- Bases14m
- Amphoteric Species5m
- Arrhenius Acids and Bases5m
- Bronsted-Lowry Acids and Bases21m
- Lewis Acids and Bases12m
- The pH Scale16m
- Auto-Ionization9m
- Ka and Kb16m
- pH of Strong Acids and Bases9m
- Ionic Salts17m
- pH of Weak Acids31m
- pH of Weak Bases32m
- Diprotic Acids and Bases8m
- Diprotic Acids and Bases Calculations30m
- Triprotic Acids and Bases9m
- Triprotic Acids and Bases Calculations17m
- 18. Aqueous Equilibrium4h 47m
- Intro to Buffers20m
- Henderson-Hasselbalch Equation19m
- Intro to Acid-Base Titration Curves13m
- Strong Titrate-Strong Titrant Curves9m
- Weak Titrate-Strong Titrant Curves15m
- Acid-Base Indicators8m
- Titrations: Weak Acid-Strong Base38m
- Titrations: Weak Base-Strong Acid41m
- Titrations: Strong Acid-Strong Base11m
- Titrations: Diprotic & Polyprotic Buffers32m
- Solubility Product Constant: Ksp17m
- Ksp: Common Ion Effect18m
- Precipitation: Ksp vs Q12m
- Selective Precipitation9m
- Complex Ions: Formation Constant18m
- 19. Chemical Thermodynamics1h 50m
- 20. Electrochemistry2h 42m
- 21. Nuclear Chemistry2h 34m
- Intro to Radioactivity10m
- Alpha Decay9m
- Beta Decay7m
- Gamma Emission7m
- Electron Capture & Positron Emission8m
- Neutron to Proton Ratio7m
- Band of Stability: Alpha Decay & Nuclear Fission10m
- Band of Stability: Beta Decay3m
- Band of Stability: Electron Capture & Positron Emission4m
- Band of Stability: Overview14m
- Measuring Radioactivity7m
- Rate of Radioactive Decay12m
- Radioactive Half-Life16m
- Mass Defect18m
- Nuclear Binding Energy14m
- 22. Organic Chemistry5h 7m
- Introduction to Organic Chemistry8m
- Structural Formula8m
- Condensed Formula10m
- Skeletal Formula6m
- Spatial Orientation of Bonds3m
- Intro to Hydrocarbons16m
- Isomers11m
- Chirality15m
- Functional Groups in Chemistry11m
- Naming Alkanes4m
- The Alkyl Groups9m
- Naming Alkanes with Substituents13m
- Naming Cyclic Alkanes6m
- Naming Other Substituents8m
- Naming Alcohols11m
- Naming Alkenes11m
- Naming Alkynes9m
- Naming Ketones5m
- Naming Aldehydes5m
- Naming Carboxylic Acids4m
- Naming Esters8m
- Naming Ethers5m
- Naming Amines5m
- Naming Benzene7m
- Alkane Reactions7m
- Intro to Addition Reactions4m
- Halogenation Reactions4m
- Hydrogenation Reactions3m
- Hydrohalogenation Reactions7m
- Alcohol Reactions: Substitution Reactions4m
- Alcohol Reactions: Dehydration Reactions9m
- Intro to Redox Reactions8m
- Alcohol Reactions: Oxidation Reactions7m
- Aldehydes and Ketones Reactions6m
- Ester Reactions: Esterification4m
- Ester Reactions: Saponification3m
- Carboxylic Acid Reactions4m
- Amine Reactions3m
- Amide Formation4m
- Benzene Reactions10m
- 23. Chemistry of the Nonmetals2h 39m
- Main Group Elements: Bonding Types4m
- Main Group Elements: Boiling & Melting Points7m
- Main Group Elements: Density11m
- Main Group Elements: Periodic Trends7m
- The Electron Configuration Review16m
- Periodic Table Charges Review20m
- Hydrogen Isotopes4m
- Hydrogen Compounds11m
- Production of Hydrogen8m
- Group 1A and 2A Reactions7m
- Boron Family Reactions7m
- Boron Family: Borane7m
- Borane Reactions7m
- Nitrogen Family Reactions12m
- Oxides, Peroxides, and Superoxides12m
- Oxide Reactions4m
- Peroxide and Superoxide Reactions6m
- Noble Gas Compounds3m
- 24. Transition Metals and Coordination Compounds3h 16m
- Atomic Radius & Density of Transition Metals11m
- Electron Configurations of Transition Metals7m
- Electron Configurations of Transition Metals: Exceptions11m
- Paramagnetism and Diamagnetism10m
- Ligands10m
- Complex Ions5m
- Coordination Complexes7m
- Classification of Ligands11m
- Coordination Numbers & Geometry9m
- Naming Coordination Compounds22m
- Writing Formulas of Coordination Compounds8m
- Isomerism in Coordination Complexes14m
- Orientations of D Orbitals4m
- Intro to Crystal Field Theory10m
- Crystal Field Theory: Octahedral Complexes5m
- Crystal Field Theory: Tetrahedral Complexes4m
- Crystal Field Theory: Square Planar Complexes4m
- Crystal Field Theory Summary8m
- Magnetic Properties of Complex Ions9m
- Strong-Field vs Weak-Field Ligands6m
- Magnetic Properties of Complex Ions: Octahedral Complexes11m
11. Bonding & Molecular Structure
Lewis Dot Structures: Sigma & Pi Bonds
Multiple Choice
Multiple ChoiceHow many pi bonds does the following molecule contain?
![Molecule diagram showing carbon and oxygen atoms with bonds for identifying pi bonds.](data:image/png;base64,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)
A
1
B
2
C
3
D
4
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