What is breathing? A process by which O<sub>2 </sub>is obtained and CO<sub>2</sub> is released. What is inhalation? The intake of O<sub>2 </sub>(along with CO<sub>2</sub> and N) What is exhalation? The breathing out of CO<sub>2</sub> (along with N and O<sub>2</sub>) <question> Label the diagram <img data-image_id="b4fbe6fc-5854-40f3-ac3e-06d69309933f" src="data:image/jpeg;base64,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" width="277" height="291" > </question> 1. urethra 2. Epiglottis 3. Trachea 4. Pharynx 5. Esophagus 6. Bronchi 7. Bronchioles 8. Alveoli 9. Diaphragm What is the small flap that closes over the trachea while swallowing? Epiglottis What is the "windpipe" trachea What is the sheet-like muscle that separates the thoracic cavity from the gut? diaphragm What are the smaller air tubes within the lungs? Bronchioles What are the two short tubes that take air into right and left lungs? Bronchi Name the three steps of inhalation 1. Diaphragm contracted 2. Rib cage moves up and out 3. lungs expand due to decreased pressure Name the three steps of exhalation 1. Diaphragm relaxes 2. Rib cage moves in and down 3. Lungs expel air due to increased pressure What is the location of gas exchange / the tiny air sacs found at the ends of the bronchioles? Alveoli H<sub>2</sub>O + CO<sub>2</sub> -> ? H<sub>2</sub>CO<sub>3</sub> (acid)<span style="font-size:small;"><sub> </sub></span> <question> External air pressure : Internal air pressure Complete the ratio for inhaling and exhaling </question> equal:equal (diaphragm expands); high:low (air enters system); equal:equal (diaphragm relaxes); low:high (air leaves system); equal:equal What surrounds alveoli clusters? Capillaries What are the percentages of the gases entering and leaving the lungs? <answer> <span style="text-decoration:underline;"><strong>Entering</strong> </span>Oxygen - 19.97% Carbon Dioxide - 0.03% Nitrogen - 80% <strong><span style="text-decoration:underline;">Leaving</span></strong><em><span style="text-decoration:underline;"></span></em> Oxygen - 16% Carbon Dioxide - 4% Nitrogen - 80% </answer> <question> Fill out the following diagram: <img data-image_id="48fc99af-0e91-4a25-8cc0-4b52cea9af7b" src="data:image/jpeg;base64,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" > </question> <answer> Air away from lungs- CO2: high O2: low Air to lungs- CO2: low O2: high Blood moving into lungs- CO2: high O2: low Blood moving to the body- CO2: low O2: high What moves into the alveoli? CO<sub>2</sub><sub></sub> What moves out of the alveoli?<sub> </sub>O<sub>2</sub> </answer> O<sub>2</sub> is carried by ____ molecules found in RBC's. Each can hold ___ molecules of O<sub>2</sub> Hemoglobin molecules; 4 <question> CO<sub>2</sub> is dissolved in what?<sub> </sub> </question> Blood plasma What is blood plasma? The liquid part of your blood CO<sub>2</sub> may form a small amount of _________ when it dissolves in the blood carbonic acid (H<sub>2</sub>CO<sub>3</sub>) A buildup of carbonic acid in blood plasma lowers pH levels and triggers the brain to stimulate what? To stimulate the diaphragm to breathe more deeply and rapidly Is the respiratory system conscious or subconscious? subconscious (controlled by medulla) but it can be temporarily conscious What's the purpose of the respiratory system? To get oxygen and nitrogen to the blood and carbon dioxide to the external enviroment What's the purpose of the digestive system? To get molecules of food to blood cells What is ingestion? The taking in of foods or liquids What is digestion? A mechanical/chemical process which breaks down food into simpler molecules, synthesizes new molecules, and provides energy to the body What is mechanical digestion? The mixing and churning of food which increases the food's surface area for chemical digestion to occur What is chemical digestion? The chemical process which breaks down food particles into smaller molecules What is the order of the gastrointestinal tract? (My peach ensemble sings sweet lullabies) 1. Mouth 2. Pharynx 3. Esophagus 4. Stomach 5. Small intestine 6. Large intestine Name the four accessory digestive organs or glands that secrete materials that chemically digest food into the tract through ducts 1. Salivary gland (ie parotid salivary gland) 2. Gall bladder 3. Liver 4. Pancreas FIll out the following diagram:<img data-image_id="a9c9fd1b-84e7-4a22-851f-450e6df3279b" src="data:image/jpeg;base64,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" > <answer> Mouth: Mixing / Chewing ; salivary amylase breaks down starch (carbohydrates) Stomach: Mixing / Churning ; Gastric fluid containing Pepsin and HCI break down proteins Liver / Gall Bladder: None ; Liver creates bile and gall bladder secreted bile into the tract which emulsifies fats into smaller droplets Pancreas: None ; Secretes several enzymes into the tract that aid in chemical digestion of fats, proteins, and carbohydrates (FCP) Small intestine : None ; Secretes enzymes that complete the chemical digestion of all nutrients </answer> What does HCI do to enzymes? It allows them to work faster What happens when a fat is emulsified? It is made into smaller, separated droplets that cannot combine back together What are the end products of digestion? Amino acids, monosaccharides, glycerol, and fatty acids What happens to the end products of digestion? They are absorbed into the bloodstream via the blood vessels in the lining of the small instesting Explain this diagram and answer the question<img data-image_id="1ffdd8da-d0d5-48a5-9923-bf666cfe31ec" src="data:image/jpeg;base64,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" > The villi are the finger-like projection coming off of the walls of the small intestine. In the villi are microvilli. Both the villi and the microvilli increase the surface area so more particles can be absorbed. Non absorbed particles go to the large intestine. What is / does the large intestine do? It completes the absorption of water and results in feces What is the purpose of the circulatory system? To move oxygen and food to parts of the body as well as to bring waste products to where they can be removed What are the three major components of the circulatory system? The heart, blood, and blood vessels What is the muscle that is used to pump blood through the body? The heart <question> What is the sequence of blood flow? (He, Raj-Aniqua Rev-Vela, loves Leila-Aniqua Louise-Vela because) </question> Heart, right artery, right ventricle, lungs, left artery, left ventricle, body Which side of the body/heart is oxygenated and which is deoxygenated? Right = deoxygenated Left = Oxygenated What transports nutrients and wastes to and from all body tissues? Blood Fill out this chart with labels and percentages:<img data-image_id="92f4b60b-496a-4537-970b-24811db59383" src="data:image/jpeg;base64,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" > <img data-image_id="7600dede-4d22-4040-b01d-b894f7c53c13" src="data:image/jpeg;base64,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" > What is/are non formed elements? Plasma (water, hormones, ions, nutrients, carbon dioxide, urea) What are the three formed elements? Red blood cells White blood cells Platelets Name four facts about red blood cells 1. Made in the bone marrow 2. Contains hemoglobin, a protein that carries oxygen 3. Carries oxygen to body tissues 4. No organelles 5. Can only live about 90 days Name four facts about white blood cells 1. Made in the bone marrow, the spleen, and in lymph nodes 2. They are larger in size, but fewer in quantity 3. Some engulf microorganisms while others produce antibodies 4. They defend the body against infection from microorganisms Name three facts about platelets 1. Help form blood clots 2. Fragments of cells produced in bone marrow 3. Much smaller than RBC's What are the three types of blood vessels? Arteries, veins, and capillaries What are large, muscular vessels which usually carry OXYGENATED blood AWAY from the heart and are very elastic to deal with the high pressure of pumped blood? Arteries What types of vessels carry blood back to the heart, are less muscular than arteries due to low blood pressure, and contain one-way valves to keep blood moving TOWARDS the heart? Veins What are the smallest blood vessels, with walls only one cell layer thick, that are involved in the diffusion of oxygen, carbon dioxide, nutrients, wastes, etc capillaries What gets rid of carbon dioxide and some water vapor? lungs What rids the body of salts, urea, and some water? The skin! What breaks down topic substances in the body and forms urea from metabolic nitrogenous wastes? Liver What is responsible for filtering blood, forms waste material (urine), and regulates blood volume (removes excess water)? Kidneys! What's in the blood that enters the kidney versus blood that leaves the kidneys? <answer> <strong><span style="text-decoration:underline;">Entering</span></strong> -Blood cells -Nutrients -Water -Urea -Salts <strong><span style="text-decoration:underline;">Leaving</span> </strong>-Blood cells -Nutrients -Water </answer> What is filtered when it goes through the kidney? Urea, salts, and water Label the following diagram<img data-image_id="cbeb67a5-b517-4991-8dda-3067b1bf7dbc" src="data:image/jpeg;base64,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" > Top to bottom: Kidneys nephrons ureter urinary bladder urethra hhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhn