Table of contents
- 1. Introduction to Anatomy & Physiology5h 40m
- What is Anatomy & Physiology?20m
- Levels of Organization13m
- Variation in Anatomy & Physiology12m
- Introduction to Organ Systems27m
- Homeostasis9m
- Feedback Loops11m
- Feedback Loops: Negative Feedback19m
- Feedback Loops: Positive Feedback11m
- Anatomical Position7m
- Introduction to Directional Terms3m
- Directional Terms: Up and Down9m
- Directional Terms: Front and Back6m
- Directional Terms: Body Sides12m
- Directional Terms: Limbs6m
- Directional Terms: Depth Within the Body4m
- Introduction to Anatomical Terms for Body Regions3m
- Anatomical Terms for the Head and Neck8m
- Anatomical Terms for the Front of the Trunk8m
- Anatomical Terms for the Back9m
- Anatomical Terms for the Arm and Hand9m
- Anatomical Terms for the Leg and Foot15m
- Review- Using Anatomical Terms and Directions12m
- Abdominopelvic Quadrants and Regions19m
- Anatomical Planes & Sections17m
- Organization of the Body: Body Cavities13m
- Organization of the Body: Serous Membranes14m
- Organization of the Body: Serous Membrane Locations8m
- Organization of the Body: Thoracic Cavity8m
- Organization of the Body: Abdominopelvic Cavity12m
- 2. Cell Chemistry & Cell Components12h 37m
- Atoms- Smallest Unit of Matter57m
- Isotopes39m
- Introduction to Chemical Bonding19m
- Covalent Bonds40m
- Noncovalent Bonds5m
- Ionic Bonding37m
- Hydrogen Bonding19m
- Introduction to Water7m
- Properties of Water- Cohesion and Adhesion7m
- Properties of Water- Density8m
- Properties of Water- Thermal14m
- Properties of Water- The Universal Solvent17m
- Acids and Bases12m
- pH Scale21m
- Carbon8m
- Functional Groups9m
- Introduction to Biomolecules2m
- Monomers & Polymers11m
- Carbohydrates23m
- Proteins25m
- Nucleic Acids34m
- Lipids28m
- Microscopes10m
- Prokaryotic & Eukaryotic Cells26m
- Introduction to Eukaryotic Organelles16m
- Endomembrane System: Protein Secretion34m
- Endomembrane System: Digestive Organelles15m
- Mitochondria & Chloroplasts21m
- Endosymbiotic Theory10m
- Introduction to the Cytoskeleton10m
- Cell Junctions8m
- Biological Membranes10m
- Types of Membrane Proteins7m
- Concentration Gradients and Diffusion9m
- Introduction to Membrane Transport14m
- Passive vs. Active Transport13m
- Osmosis33m
- Simple and Facilitated Diffusion17m
- Active Transport30m
- Endocytosis and Exocytosis15m
- 3. Energy & Cell Processes10h 7m
- Introduction to Energy15m
- Laws of Thermodynamics15m
- Chemical Reactions9m
- ATP20m
- Enzymes14m
- Enzyme Activation Energy9m
- Enzyme Binding Factors9m
- Enzyme Inhibition10m
- Introduction to Metabolism8m
- Redox Reactions15m
- Introduction to Cellular Respiration22m
- Types of Phosphorylation11m
- Glycolysis19m
- Pyruvate Oxidation8m
- Krebs Cycle16m
- Electron Transport Chain14m
- Chemiosmosis7m
- Review of Aerobic Cellular Respiration19m
- Fermentation & Anaerobic Respiration23m
- Introduction to Cell Division22m
- Organization of DNA in the Cell17m
- Introduction to the Cell Cycle7m
- Interphase18m
- Phases of Mitosis48m
- Cytokinesis16m
- Cell Cycle Regulation18m
- Review of the Cell Cycle7m
- Cancer13m
- Introduction to DNA Replication22m
- DNA Repair7m
- Central Dogma7m
- Introduction to Transcription20m
- Steps of Transcription19m
- Genetic Code25m
- Introduction to Translation30m
- Steps of Translation23m
- Post-Translational Modification6m
- 4. Tissues & Histology10h 3m
- Introduction to Tissues & Histology16m
- Introduction to Epithelial Tissue24m
- Characteristics of Epithelial Tissue37m
- Structural Naming of Epithelial Tissue19m
- Simple Epithelial Tissues1h 2m
- Stratified Epithelial Tissues55m
- Identifying Types of Epithelial Tissue32m
- Glandular Epithelial Tissue26m
- Introduction to Connective Tissue36m
- Classes of Connective Tissue8m
- Introduction to Connective Tissue Proper40m
- Connective Tissue Proper: Loose Connective Tissue56m
- Connective Tissue Proper: Dense Connective Tissue49m
- Specialized Connective Tissue: Cartilage44m
- Specialized Connective Tissue: Bone12m
- Specialized Connective Tissue: Blood9m
- Introduction to Muscle Tissue7m
- Types of Muscle Tissue45m
- Introduction to Nervous Tissue8m
- Nervous Tissue: The Neuron8m
- 5. Integumentary System2h 20m
- 6. Bones & Skeletal Tissue2h 16m
- An Introduction to Bone and Skeletal Tissue18m
- Gross Anatomy of Bone: Compact and Spongy Bone7m
- Gross Anatomy of Bone: Periosteum and Endosteum11m
- Gross Anatomy of Bone: Bone Marrow8m
- Gross Anatomy of Bone: Short, Flat, and Irregular Bones5m
- Gross Anatomy of Bones - Structure of a Long Bone23m
- Microscopic Anatomy of Bones - Bone Matrix9m
- Microscopic Anatomy of Bones - Bone Cells25m
- Microscopic Anatomy of Bones - The Osteon17m
- Microscopic Anatomy of Bones - Trabeculae9m
- 7. The Skeletal System2h 35m
- 8. Joints2h 17m
- 9. Muscle Tissue2h 33m
- 10. Muscles1h 11m
- 11. Nervous Tissue and Nervous System1h 35m
- 12. The Central Nervous System1h 6m
- 13. The Peripheral Nervous System1h 26m
- Introduction to the Peripheral Nervous System5m
- Organization of Sensory Pathways16m
- Introduction to Sensory Receptors5m
- Sensory Receptor Classification by Modality6m
- Sensory Receptor Classification by Location8m
- Proprioceptors7m
- Adaptation of Sensory Receptors8m
- Introduction to Reflex Arcs13m
- Reflex Arcs15m
- 14. The Autonomic Nervous System1h 38m
- 15. The Special Senses2h 41m
- 16. The Endocrine System2h 48m
- 17. The Blood1h 22m
- 18. The Heart1h 42m
- 19. The Blood Vessels3h 35m
- 20. The Lymphatic System3h 16m
- 21. The Immune System14h 37m
- Introduction to the Immune System10m
- Introduction to Innate Immunity17m
- Introduction to First-Line Defenses5m
- Physical Barriers in First-Line Defenses: Skin13m
- Physical Barriers in First-Line Defenses: Mucous Membrane9m
- First-Line Defenses: Chemical Barriers24m
- First-Line Defenses: Normal Microbiota7m
- Introduction to Cells of the Immune System15m
- Cells of the Immune System: Granulocytes28m
- Cells of the Immune System: Agranulocytes26m
- Introduction to Cell Communication5m
- Cell Communication: Surface Receptors & Adhesion Molecules16m
- Cell Communication: Cytokines27m
- Pattern Recognition Receptors (PRRs)48m
- Introduction to the Complement System24m
- Activation Pathways of the Complement System23m
- Effects of the Complement System23m
- Review of the Complement System13m
- Phagocytosis17m
- Introduction to Inflammation18m
- Steps of the Inflammatory Response28m
- Fever8m
- Interferon Response25m
- Review Map of Innate Immunity
- Introduction to Adaptive Immunity32m
- Antigens12m
- Introduction to T Lymphocytes38m
- Major Histocompatibility Complex Molecules20m
- Activation of T Lymphocytes21m
- Functions of T Lymphocytes25m
- Review of Cytotoxic vs Helper T Cells13m
- Introduction to B Lymphocytes27m
- Antibodies14m
- Classes of Antibodies35m
- Outcomes of Antibody Binding to Antigen15m
- T Dependent & T Independent Antigens21m
- Clonal Selection20m
- Antibody Class Switching17m
- Affinity Maturation14m
- Primary and Secondary Response of Adaptive Immunity21m
- Immune Tolerance28m
- Regulatory T Cells10m
- Natural Killer Cells16m
- Review of Adaptive Immunity25m
- 22. The Respiratory System3h 20m
- 23. The Digestive System2h 5m
- 24. Metabolism and Nutrition4h 0m
- Essential Amino Acids5m
- Lipid Vitamins19m
- Cellular Respiration: Redox Reactions15m
- Introduction to Cellular Respiration22m
- Cellular Respiration: Types of Phosphorylation14m
- Cellular Respiration: Glycolysis19m
- Cellular Respiration: Pyruvate Oxidation8m
- Cellular Respiration: Krebs Cycle16m
- Cellular Respiration: Electron Transport Chain14m
- Cellular Respiration: Chemiosmosis7m
- Review of Aerobic Cellular Respiration18m
- Fermentation & Anaerobic Respiration23m
- Gluconeogenesis16m
- Fatty Acid Oxidation20m
- Amino Acid Oxidation17m
- 25. The Urinary System2h 39m
- 26. Fluid and Electrolyte Balance, Acid Base Balance Coming soon
- 27. The Reproductive System2h 5m
- 28. Human Development1h 21m
- 29. Heredity Coming soon
3. Energy & Cell Processes
ATP
Multiple Choice
Multiple ChoiceWhich of the following is the most correct interpretation of the figure?
![](data:image/png;base64,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)
A
Energy from food sources can be used directly for performing cellular work.
B
ADP + Pi are a set of molecules that store energy.
C
ATP is a molecule that acts as an intermediary to store energy for cellular work.
D
Pi acts as a shuttle molecule to move energy from ATP to ADP.
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