Table of contents
- 1. Matter and Measurements(0)
- What is Chemistry?(0)
- The Scientific Method(0)
- Classification of Matter(0)
- States of Matter(0)
- Physical & Chemical Changes(0)
- Chemical Properties(0)
- Physical Properties(0)
- Intensive vs. Extensive Properties(0)
- Temperature (Simplified)(0)
- Scientific Notation(0)
- SI Units (Simplified)(0)
- Metric Prefixes(0)
- Significant Figures (Simplified)(0)
- Significant Figures: Precision in Measurements(0)
- Significant Figures: In Calculations(0)
- Conversion Factors (Simplified)(0)
- Dimensional Analysis(0)
- Density(0)
- Specific Gravity(0)
- Density of Geometric Objects(0)
- Density of Non-Geometric Objects(0)
- 2. Atoms and the Periodic Table(0)
- The Atom (Simplified)(0)
- Subatomic Particles (Simplified)(0)
- Isotopes(0)
- Ions (Simplified)(0)
- Atomic Mass (Simplified)(0)
- Atomic Mass (Conceptual)(0)
- Periodic Table: Element Symbols(0)
- Periodic Table: Classifications(0)
- Periodic Table: Group Names(0)
- Periodic Table: Representative Elements & Transition Metals(0)
- Periodic Table: Elemental Forms (Simplified)(0)
- Periodic Table: Phases (Simplified)(0)
- Law of Definite Proportions(0)
- Atomic Theory(0)
- Rutherford Gold Foil Experiment(0)
- Wavelength and Frequency (Simplified)(0)
- Electromagnetic Spectrum (Simplified)(0)
- Bohr Model (Simplified)(0)
- Emission Spectrum (Simplified)(0)
- Electronic Structure(0)
- Electronic Structure: Shells(0)
- Electronic Structure: Subshells(0)
- Electronic Structure: Orbitals(0)
- Electronic Structure: Electron Spin(0)
- Electronic Structure: Number of Electrons(0)
- The Electron Configuration (Simplified)(0)
- Electron Arrangements(0)
- The Electron Configuration: Condensed(0)
- The Electron Configuration: Exceptions (Simplified)(0)
- Ions and the Octet Rule(0)
- Ions and the Octet Rule (Simplified)(0)
- Valence Electrons of Elements (Simplified)(0)
- Lewis Dot Symbols (Simplified)(0)
- Periodic Trend: Metallic Character(0)
- Periodic Trend: Atomic Radius (Simplified)(0)
- 3. Ionic Compounds(0)
- Periodic Table: Main Group Element Charges(0)
- Periodic Table: Transition Metal Charges(0)
- Periodic Trend: Ionic Radius (Simplified)(0)
- Periodic Trend: Ranking Ionic Radii(0)
- Periodic Trend: Ionization Energy (Simplified)(0)
- Periodic Trend: Electron Affinity (Simplified)(0)
- Ionic Bonding(0)
- Naming Monoatomic Cations(0)
- Naming Monoatomic Anions(0)
- Polyatomic Ions(0)
- Naming Ionic Compounds(0)
- Writing Formula Units of Ionic Compounds(0)
- Naming Ionic Hydrates(0)
- Naming Acids(0)
- 4. Molecular Compounds(0)
- Covalent Bonds(0)
- Naming Binary Molecular Compounds(0)
- Molecular Models(0)
- Bonding Preferences(0)
- Lewis Dot Structures: Neutral Compounds (Simplified)(0)
- Multiple Bonds(0)
- Multiple Bonds (Simplified)(0)
- Lewis Dot Structures: Multiple Bonds(0)
- Lewis Dot Structures: Ions (Simplified)(0)
- Lewis Dot Structures: Exceptions (Simplified)(0)
- Resonance Structures (Simplified)(0)
- Valence Shell Electron Pair Repulsion Theory (Simplified)(0)
- Electron Geometry (Simplified)(0)
- Molecular Geometry (Simplified)(0)
- Bond Angles (Simplified)(0)
- Dipole Moment (Simplified)(0)
- Molecular Polarity (Simplified)(0)
- 5. Classification & Balancing of Chemical Reactions(0)
- Chemical Reaction: Chemical Change(0)
- Law of Conservation of Mass(0)
- Balancing Chemical Equations (Simplified)(0)
- Solubility Rules(0)
- Molecular Equations(0)
- Types of Chemical Reactions(0)
- Complete Ionic Equations(0)
- Calculate Oxidation Numbers(0)
- Redox Reactions(0)
- Spontaneous Redox Reactions(0)
- Balancing Redox Reactions: Acidic Solutions(0)
- Balancing Redox Reactions: Basic Solutions(0)
- Balancing Redox Reactions (Simplified)(0)
- Galvanic Cell (Simplified)(0)
- 6. Chemical Reactions & Quantities(0)
- 7. Energy, Rate and Equilibrium(0)
- Nature of Energy(0)
- First Law of Thermodynamics(0)
- Endothermic & Exothermic Reactions(0)
- Bond Energy(0)
- Thermochemical Equations(0)
- Heat Capacity(0)
- Thermal Equilibrium (Simplified)(0)
- Hess's Law(0)
- Rate of Reaction(0)
- Energy Diagrams(0)
- Chemical Equilibrium(0)
- The Equilibrium Constant(0)
- Le Chatelier's Principle(0)
- Solubility Product Constant (Ksp)(0)
- Spontaneous Reaction(0)
- Entropy (Simplified)(0)
- Gibbs Free Energy (Simplified)(0)
- 8. Gases, Liquids and Solids(0)
- Pressure Units(0)
- Kinetic Molecular Theory(0)
- The Ideal Gas Law(0)
- The Ideal Gas Law Derivations(0)
- The Ideal Gas Law Applications(0)
- Chemistry Gas Laws(0)
- Chemistry Gas Laws: Combined Gas Law(0)
- Standard Temperature and Pressure(0)
- Dalton's Law: Partial Pressure (Simplified)(0)
- Gas Stoichiometry(0)
- Intermolecular Forces (Simplified)(0)
- Intermolecular Forces and Physical Properties(0)
- Atomic, Ionic and Molecular Solids(0)
- Heating and Cooling Curves(0)
- 9. Solutions(0)
- Solutions(0)
- Solubility and Intermolecular Forces(0)
- Solutions: Mass Percent(0)
- Percent Concentrations(0)
- Molarity(0)
- Osmolarity(0)
- Parts per Million (ppm)(0)
- Solubility: Temperature Effect(0)
- Intro to Henry's Law(0)
- Henry's Law Calculations(0)
- Dilutions(0)
- Solution Stoichiometry(0)
- Electrolytes (Simplified)(0)
- Equivalents(0)
- Molality(0)
- The Colligative Properties(0)
- Boiling Point Elevation(0)
- Freezing Point Depression(0)
- Osmosis(0)
- Osmotic Pressure(0)
- 10. Acids and Bases(0)
- Acid-Base Introduction(0)
- Arrhenius Acid and Base(0)
- Bronsted Lowry Acid and Base(0)
- Acid and Base Strength(0)
- Ka and Kb(0)
- The pH Scale(0)
- Auto-Ionization(0)
- pH of Strong Acids and Bases(0)
- Acid-Base Equivalents(0)
- Acid-Base Reactions(0)
- Gas Evolution Equations (Simplified)(0)
- Ionic Salts (Simplified)(0)
- Buffers(0)
- Henderson-Hasselbalch Equation(0)
- Strong Acid Strong Base Titrations (Simplified)(0)
- 11. Nuclear Chemistry(0)
- BONUS: Lab Techniques and Procedures(0)
- BONUS: Mathematical Operations and Functions(0)
- 12. Introduction to Organic Chemistry(0)
- 13. Alkenes, Alkynes, and Aromatic Compounds(0)
- 14. Compounds with Oxygen or Sulfur(0)
- 15. Aldehydes and Ketones(0)
- 16. Carboxylic Acids and Their Derivatives(0)
- 17. Amines(0)
- 18. Amino Acids and Proteins(0)
- 19. Enzymes(0)
- 20. Carbohydrates(0)
- Intro to Carbohydrates(0)
- Classification of Carbohydrates(0)
- Fischer Projections(0)
- Enantiomers vs Diastereomers(0)
- D vs L Enantiomers(0)
- Cyclic Hemiacetals(0)
- Intro to Haworth Projections(0)
- Cyclic Structures of Monosaccharides(0)
- Mutarotation(0)
- Reduction of Monosaccharides(0)
- Oxidation of Monosaccharides(0)
- Glycosidic Linkage(0)
- Disaccharides(0)
- Polysaccharides(0)
- 21. The Generation of Biochemical Energy(0)
- 22. Carbohydrate Metabolism(0)
- 23. Lipids(0)
- Intro to Lipids(0)
- Fatty Acids(0)
- Physical Properties of Fatty Acids(0)
- Waxes(0)
- Triacylglycerols(0)
- Triacylglycerol Reactions: Hydrogenation(0)
- Triacylglycerol Reactions: Hydrolysis(0)
- Triacylglycerol Reactions: Oxidation(0)
- Glycerophospholipids(0)
- Sphingomyelins(0)
- Steroids(0)
- Cell Membranes(0)
- Membrane Transport(0)
- 24. Lipid Metabolism(0)
- 25. Protein and Amino Acid Metabolism(0)
- 26. Nucleic Acids and Protein Synthesis(0)
- Intro to Nucleic Acids(0)
- Nitrogenous Bases(0)
- Nucleoside and Nucleotide Formation(0)
- Naming Nucleosides and Nucleotides(0)
- Phosphodiester Bond Formation(0)
- Primary Structure of Nucleic Acids(0)
- Base Pairing(0)
- DNA Double Helix(0)
- Intro to DNA Replication(0)
- Steps of DNA Replication(0)
- Types of RNA(0)
- Overview of Protein Synthesis(0)
- Transcription: mRNA Synthesis(0)
- Processing of pre-mRNA(0)
- The Genetic Code(0)
- Introduction to Translation(0)
- Translation: Protein Synthesis(0)
19. Enzymes
Factors Affecting Enzyme Activity
19. Enzymes
Factors Affecting Enzyme Activity: Study with Video Lessons, Practice Problems & Examples
13PRACTICE PROBLEM
Using the provided graph, identify which of the following conditions is closest to the optimum reaction rate. Select the best answer.
![Graph showing reaction rates of Enzymes X, Y, and Z at varying pH levels for enzyme activity.](data:image/png;base64,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)
Using the provided graph, identify which of the following conditions is closest to the optimum reaction rate. Select the best answer.