Arterias, venas y capilares.
Recorrido del oxígeno desde el exterior hasta la célula (en orden) (9 partes)
Fosas nasales/boca, faringe, laringe, tráquea, bronquios, bronquiolos, alvéolos, glóbulos rojos, célula.
Tres componentes del sistema excretor.
Piel, pulmones y riñones.
Diferencia entre digestión mecánica y química
Mecánica transforma la comida en trozos pequeños. Química usa enzimas para descomponer moléculas en sustancias más pequeñas.
Dos tipos de hormonas
Esteroides y derivadas de aminoácidos.
Dos características de las arterias
Paredes gruesas
Elásticas
Capaces de resistir altas presiones
Sacan la sangre del corazón
Músculos involucrados en la respiración
Diafragma y músculos de las costillas.
Subunidad filtradora que compone los riñones.
Nefrona
Estructuras por las que pasa el alimento en el tracto digestivo. (En orden) (8 partes)
Boca, faringe, esófago, estómago, int. delgado, int. grueso, recto, ano.
Diferencia entre los dos tipos de hormonas.
Esteroides pueden entrar a la célula, derivadas de aminoácidos no pueden atravesar la membrana.
4 componentes de la sangre y su función.
Glóbulos rojos - transporte de oxígeno
Glóbulos blancos - defensas
Plaquetas - Coagulación
Plasma - transporte
Diferencia entre la respiración externa e interna.
Externa - intercambio de gases entre atmósfera y sangre.
Interna - Intercambio de gases entre sangre y células.
Sustancias que regresan a la sangre en el proceso de reabsorción.
Agua, glucosa y minerales.
Órganos accesorios (periféricos) al tubo digestivo, y la función de cada uno. (4 órganos)
Glándulas salivales - producen saliva
Hígado - Produce bilis
Vesícula biliar - almacena bilis
Páncreas - producción de enzimas digestivas
Descripción de la retroalimentación negativa.
Cuando el sistema se aleja de un punto de referencia (mas alto o más bajo) los mecanismos lo regresan hacia éste.
Factores que definen si el tipo de sangre es A, B, AB, O, positivos o negativos.
A - Marcadores A
B - Marcadores B
AB - Ambos marcadores
O - Sin marcadores
Positivo - Marcador Rh
Negativo - Ausencia de Rh
Dos trastornos pulmonares comunes y su descripción.
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
Partes del sistema urinario. (4 partes)
Riñones, uréteres, vejiga, uretra.
Movimiento que hace que la comida se mueva por el tubo digestivo.
Peristalsis
4 glándulas endocrinas
la pituitaria, la tiroides, la paratiroides y las glándulas suprarrenales; el páncreas, los ovarios, los testículos, la glándula pineal y el timo
Estructuras por donde pasa la sangre (cavidades y vasos), en orden, desde que viene del cuerpo hasta que vuelve a salir
(Son 6 estructuras, mínimo)
Aurícula derecha, ventrículo derecho, arteria pulmonar, vena pulmonar, aurícula izquierda, ventrículo izquierdo.
Ecuación química de la respiración aeróbica.
Glucosa + oxígeno ==> Dióxido de carbono + agua
Descripción de la diálisis.
Una máquina que funciona como un riñón artificial, filtra desechos y toxinas de la sangre de un paciente. Luego regresa la sangre filtrada al cuerpo del paciente.
Vitaminas producidas por la flora bacteriana que habita en el colon. (2 vitaminas)
Vitamina K y complejo B
3 hormonas y sus funciones.
Cualquiera entre:
Hormona de crecimiento, tiroxina, calcitonina, paratiroidea, insulina, glucagón, aldosterona, cortisol, adrenalina, oxitocina, Antidiurética, etc.