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
1. Introduction to Anatomy & Physiology
Abdominopelvic Quadrants and Regions
Multiple Choice
Multiple ChoiceTenderness in the right lower quadrant could indicate what? You may use the diagram for reference.
![](data:image/png;base64,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)
A
Gall stones.
B
Appendicitis.
C
Acid reflux.
D
Hepatitis (infection of the liver).
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