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    determina la longitud de una escalera y su ángulo de inclinación respecto al eje x, si se encuentra separada a 2 m de la pared y llega a 4 m de altura.

    Santiago

    Chicos, ¿alguien sabe la respuesta?

    obtenga determina la longitud de una escalera y su ángulo de inclinación respecto al eje x, si se encuentra separada a 2 m de la pared y llega a 4 m de altura. de este sitio.

    3.

    Aprendizaje efectivo en grupo

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    3.- Determina la longitud de una escalera y su ángulo de inclinación respecto al eje x, si se - Brainly.lat

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248px}}@media(max-width:767px){.sg-toplayer--small-spaced{margin-left:24px;margin-right:24px;margin-top:96px;max-width:336px}}.sg-toplayer--splash-screen{margin:12px;min-height:100%;min-height:calc(100% - 24px);overflow:hidden}@media(min-width:768px){.sg-toplayer--splash-screen{margin:24px;min-height:calc(100% - 48px)}}.sg-toplayer--limited-width{max-width:1024px}.sg-toplayer--row{flex-direction:row}.sg-toplayer__close{cursor:pointer;display:flex;padding:12px;position:absolute;right:0;top:0;z-index:1}.sg-toplayer__wrapper{padding:1.5rem 24px;width:100%}.sg-toplayer__wrapper--no-padding{padding:0}.sg-toplayer__actions{align-items:center;display:flex;flex-wrap:wrap;min-height:3rem}.sg-dropdown{align-items:center;-webkit-appearance:none;appearance:none;background-color:#ebf2f7;border:2px solid #ebf2f7;border-radius:50px;cursor:pointer;display:inline-flex;font-size:.9375rem;height:40px;justify-content:space-between;line-height:1.25rem;min-height:40px;outline:0;padding:0 16px;position:relative;-webkit-user-select:none;user-select:none}.sg-dropdown:hover{background-color:#e5edf3;border-color:#e5edf3}.sg-dropdown--opened{background-color:#fff;border-color:#c3d1dd}.sg-dropdown--opened:hover{background-color:#f6f9fb}.sg-dropdown--opened .sg-dropdown__items{display:block;margin-bottom:24px;opacity:1}.sg-dropdown--white{background-color:#fff}.sg-dropdown--full-width{width:100%}.sg-dropdown__items{background-color:#fff;border-radius:20px;border-top:none;bottom:24px;box-shadow:0 2px 8px 0 rgba(50,60,69,.2);display:none;left:0;margin:0;opacity:0;overflow-x:hidden;overflow-y:auto;position:absolute;right:0;top:auto;transition:background-color,box-shadow .2s}.sg-dropdown__item{color:#000;display:flex;padding:12px 24px;text-decoration:none}.sg-dropdown__item:hover{background-color:#ebf2f7}.sg-dropdown__icon{margin-left:8px}

    fuente : brainly.lat

    Una escalera de 6 m se apoya contra una pared. Si forma un ángulo de 60° con el suelo. ¿Hasta qué altura llega y a qué distancia de la pared queda la base de la escalera?

    Respuesta (1 de 5): Realmente se trata de hallar los catetos de un triangulo rectángulo con uno de sus ángulos de 60 grados y de hipotenusa 6 metros. Altura = 6 * cos(60) = 3 mts. Distancia de la pared = 6 * sin(60) = 6 * 0.866 = 5.19 mts

    Una escalera de 6 m se apoya contra una pared. Si forma un ángulo de 60° con el suelo. ¿Hasta qué altura llega y a qué distancia de la pared queda la base de la escalera?

    Ordenar Antonio Moreno

    Estudió Física (Graduado en el 1975)El autor tiene 65 respuestas y 28,7 K visitas a sus respuestas1año

    La escalera toca el suelo a los 4,875 metros para que su ángulo sea de 60 grados respecto al suelo.

    Preguntas relacionadas

    ¿Qué longitud tendrá una escalera que debe llegar a tres metros de altura de una pared y está inclinada 51° con respecto al suelo?

    Una escalera se encuentra apoyada contra una pared de manera que forma con ésta un ángulo de 35°, ¿cuál es la longitud de la escalera si la distancia entre la base de la escalera y la base de la pared es 1,5 metros?

    Una escalera de 8 m se apoya en una pared con un ángulo de 78°. ¿A qué altura llega la escalera y a qué distancia de la pared está su pie?

    ¿Cómo son unas escaleras hacia la nada?

    Una escalera de 10 m de longitud descansa sobre un edificio, si el ángulo entre la escalera y el edificio es de 30°, ¿qué distancia existe entre la parte inferior de la escalera y la base del edificio?

    Adolfo Sandoval

    Licenciatura. en Ingeniería eléctrica y Sistemas de información , Universidad Nacional de Colombia (Graduado en el 1979)1año

    Realmente se trata de hallar los catetos de un triangulo rectángulo con uno de sus ángulos de 60 grados y de hipotenusa 6 metros.

    Altura = 6 * cos(60) = 3 mts.

    Distancia de la pared = 6 * sin(60) = 6 * 0.866 =

    5.19 mts Diego Cabrales

    Ha estudiado en Universidad del País VascoEl autor tiene 3,5 K respuestas y 3 M visitas a sus respuestasActualizado el 6 ago

    Este es un posible dibujo de la situación:

    h h es la altura y b b

    la distancia pared-parte inferior de la escalera.

    Por la aplicación de funciones trigonométricas

    , tenemos que sin( 60 ∘ )= 3 – √ 2 = h 6m sin⁡(60∘)=32=h6m Multiplicando con (6m) (6m)

    a ambos lados de la igualdad:

    h=3 3 – √ m h=33m

    Para obtener la distancia pared-parte inferior de la escalera

    b, b,

    podemos aplicar el teorema de Pitágoras

    : (6m) 2 = h 2 + b 2 (6m)2=h2+b2

    \displaystyle{36 \, \text{m}^2

    \displaystyle{36 \, \text{m}^2

    Jairo Barreto 1año Tan 60 = 0.32 6 * 032 = 1.92 Pitagoras A^2 + B^2 = C^2

    (1.92)^2 + B^2 = 6^2

    3.6864 + B^2 = 36

    B^2 = 36 - 3.6864 <==> B^2= 32.3136

    B = raiz de 32.3136 = 5.684505

    A^2 + B^2 = C^2

    A^2 = C^2 - B^2 <==> A^2 = 6^2 - 5.684505^2

    A^2=36 - 11.36901 = 24.63099

    A = raiz de 24.63099 =4.9629618

    Preguntas relacionadas

    ¿Determina el ángulo de inclinación de una escalera que reposa a un metro de la pared en que está apoyada a una altura de 3.5 metros?

    ¿Por qué es tan difícil bajar / subir escaleras mecánicas rotas?

    Una escalera se encuentra apoyada contra una pared de manera que forma con ésta un ángulo de 350, ¿cuál es la longitud de la escalera si la distancia entre la base de la escalera y la base de la pared es 1,5 metros?

    Una escalera de 3 metros se pone contra una pared. Si la distancia de la base de la escalera a la pared es de 1 metro, ¿a qué distancia se encuentra la parte más alta de la escalera con relación al suelo?

    Una escalera de 25 metros descansa contra una pared. La base de la escalera está a 15 metros de la pared. ¿A qué altura de la pared llegará la escalera?

    Aaron O. Girón

    Vive en Venezuela2años

    Relacionada

    Una escalera de 8 m se apoya en una pared con un ángulo de 78°. ¿A qué altura llega la escalera y a qué distancia de la pared está su pie?

    Considera un triángulo rectángulo aplicando los datos que te dan. Luego relaciona mediante razones trigonometrícas lo que tienes con lo que te falta y despejas.

    Adriana Romanelli

    Estudió Formacion docenteEl autor tiene 210 respuestas y 33,1 K visitas a sus respuestas1año

    Es un problema de trigonometría y muy simple. Solo debes conocer las funciones que te permitirán resolverlo. No pidas ayuda. Inténtalo

    Simon Graffe

    Conozco algunos lugaresEl autor tiene 599 respuestas y 1,1 M visitas a sus respuestas2años

    Relacionada

    ¿A qué altura tengo que colgar una hamaca de 2.5m de largo para que quede a 0.5 m de altura del piso en su punto más bajo? Por favor compartir el procedimiento.

    En el siguiente diagrama

    s s

    es la separación entre los árboles de donde se guinda la hamaca

    f f

    es la flecha que hace la hamaca

    h h

    la altura a la cual se amarra la hamaca

    d d

    es la distancia desde la parte inferior de la hamaca hasta el piso

    L L

    es la longitud total de la hamaca

    La flecha y la mitad de la hamaca forman un triángulo rectángulo con la línea horizontal

    s s .

    En ese triángulo rectángulo:

    fuente : es.quora.com

    Física general

    Física General es un clásico entre los manuales de física universitaria, siendo esta 32a edición la actualización más completa y ampliada respecto a publicaciones anteriores.En esta edición, estudiantes y docentes, e incluso opositores, encuentran todos los contenidos necesarios para dominar esta compleja materia.Con el objetivo de reforzar los conocimientos teóricos adquiridos en cada tema, se proponen, a lo largo de todo el libro, un total de 2.100 problemas, cuya solución se encuentra en el libro "Problemas de Física" de los mismos autores y también publicado por Editorial Tébar.

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    Física general

    Editorial Tebar, 2003 - 800 sayfa

    31 Eleştiriler

    Física General es un clásico entre los manuales de física universitaria, siendo esta 32a edición la actualización más completa y ampliada respecto a publicaciones anteriores.En esta edición, estudiantes y docentes, e incluso opositores, encuentran todos los contenidos necesarios para dominar esta compleja materia.Con el objetivo de reforzar los conocimientos teóricos adquiridos en cada tema, se proponen, a lo largo de todo el libro, un total de 2.100 problemas, cuya solución se encuentra en el libro "Problemas de Física" de los mismos autores y también publicado por Editorial Tébar.

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    Başlık Sayfası

    İçindekiler

    Dizin

    İçindekiler

    C Cualidades de los aparatos de medida Errores en las medi recta MAS 17 Composición de movimientos vibratorios armónicos

    17

    leyes de Kirchhoff 458 1 Introducción 2 Diversos experimentos por los que se ponen de

    18

    D Sistemas no inerciales Dinámica del movimiento relativo de la 12 Energía cinética de un sistema de partículas Energía cinética inter na del sistema ...

    20

    E Láser y máser 692 39 El transistor como conmutador 40 Circuitos lógicos

    24

    D Corrientes no estacionarias Corriente de desplazamiento 460 B Autoinducción e inducción entre corrientes 523

    25

    D Medida de longitudes tiempos y masas Densidad 26 20 Movimiento vibratorio amortiguado en trayectoria recta

    26

    G Dualidad ondacorpúsculo 698 8 Modelos nucleares 9 Modelo de capas 10 Modelo de la gota lí quida

    32

    G Paso de la corriente a través de los gases 470 tensidad de la corriente alterna considerando únicamente la influencia

    40

    TEMPERATURA Y DILATACIÓN TEORÍA presión constante isobaras 8 Expresión general de la variación

    346

    C Energía potencial de punto

    412

    C Efecto DopplerFizeau 371 E Energía asociada a un campo eléctrico

    419

    amplitud Focos coherentes 18 Ondas estacionarias 19 Interferen

    425

    G Acústica Propagación del sonido 385 puntas Viento eléctrico 12 Conductores en equilibrio con cavidades

    432

    J Percepción del sonido 393 dieléctrico 22 El Teorema de Gauss en dieléctricos 23 El vector

    441 ELECTROSTÁTICA 401 449

    B El campo eléctrico 405 B Fuerza electromotriz Circuito fundamental de corriente conti

    456

    vatura y plano osculador 4 Componentes tangenciales y normales

    77

    C Teoría de momentos 44 13 Sistema de referencia Principio de relatividad de Galileo Sistemas inerciales 14 Movimiento relativo Aceleración de Cor...

    89

    Equilibrio de partículas ligadas

    101 Problemas 189

    PESO ROZAMIENTO OSCILACIONES 123 Capítulo IX CINEMÁTICA Y ESTÁTICA DEL SÓLIDO RÍ

    195

    B Teoría de campos 146

    209

    C Energías cinética y potencial gravitatoria Principio de conser fijo 8 Dinámica del movimiento general del sólido rígido rototrasla

    217

    D Energía en los osciladores Resonancia 160 13 El oscilador armónico de rotación 14 Péndulo físico 15 Centro de oscilación Longitud equivalente o...

    225

    EL CAMPO GRAVITATORIO

    233

    B Magnitudes dinámicas angulares de los sistemas de partículas 178 D Potencial gravitatorio

    240

    DE LA MATERIA MECÁNICA DE FLUIDOS 251 Problemas 318

    251

    B Hidrostática 259 1 El calor y su medida 2 Calor específico 3 Capacidad calorífica

    324

    Hipótesis y definiciones 25 Ley de continuidad 26 Alturas ge mo de la ebullición 29 Curvas de estado Punto triple

    330

    ELASTICIDAD FENÓNEMOS MOLECU ligativas 44 Coeficiente de solubilidad Concentración 45 Concen

    340

    E Estudio del circuito básico de corriente

    533

    aplicaciones 490 nas

    541

    D Propiedades generales del campo magnético Ley de Ampère 496 L Electromotores

    547

    F Propiedades magnéticas de la materia 501 ELECTROMAGNÉTICAS

    fuente : books.google.com.tr

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