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Propósito
<p>Que el estudiante analice y reflexione sobre el sistema de transporte que el hombre ha creado para transformar el entorno para satisfacer necesidades. </p>
Motivación
<p>Ver video sobre sistema de transporte</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/7xwUrh6q444" frameborder="0" allowfullscreen=""></iframe><br></p><p>Responder pregunta de reflexión: ¿ Como esta compuesto el sistema de transporte en la ciudad de Ibagué?</p>
Explicación
<p><img src="/web/uploads/6903/5f2631a0ef-sistemtranspor1.png"></p><p><span style="font-size: 16px;"></span><b><span style="font-size: 16px;">¿SABIA QUE ES UN SISTEMA DE TRANPORTE?</span></b></p><p><b></b></p><p><b></b></p><p>Se entiende por SISTEMA DE TRANSPORTE a la interacción sobre el territorio de los diferentes MEDIOS Y VÍAS DE TRANSPORTE, que facilitan la MOVILIDAD de las personas y las mercancías.</p><p><b>ELEMENTOS DE UN SISTEMA DE TRANSPORTE</b></p><p><b></b></p> <ul><li>Usuarios</li> <li>Vehículos</li> <li>Infraestructura o viabilidad</li> <li>Dispositivos de control</li><li>Medio ambiente en general</li></ul> <p>Ahora vamos a ver cada uno de ellos de manera general</p><p><strong>Usuarios</strong>: Es el elemento humano, es el constructor, actor principal y responsable de la calidad del accionar dentro del sistema, este elemento está conformado por los usuarios como: conductor(a), pasajero(a) y peatón(a).</p><p><b>Conductor(a):</b> persona que se encuentra autorizada mediante licencia para conducir o manejar un vehículo para las vías públicas o privadas.</p><p><b>Pasajero(a):</b> Es aquella persona que se usa para designar a todas las personas o individuos que se encuentran viajando de un punto u otro.</p><p><b>Peatón</b>: Persona que se traslada a pie por las vías del sistema de tránsito terrestre.</p><p><b>Vehículo</b>: es el elemento que permite el traslado de personas, mercancías u otros. Ejemplo tenemos: autobús, barco, avión, bicicleta etc. El transporte de pasajeros se clasifica en: Transporte Público y transporte privado.</p><p><b>Infraestructura o viabilidad: </b>corresponde a todo el tema de las vías de comunicación.</p><p><b>Dispositivos de control:</b> Se denominan dispositivos de control del tránsito, a las señales, marcas, semáforos, vallas informativas, y cualquier otro dispositivo, que se colocan sobre o adyacente a las calles y carreteras por una autoridad pública, para prevenir, regular y guiar a los usuarios de las mismas.</p><p><img src="/web/uploads/6903/70fba9ea63-dispotivostransito.jpg" width="313" height="239" style="width: 313px; height: 239px;"></p><p><b>¿SABIA QUE SON MEDIOSDE TRANSPORTE?</b></p><p><b></b></p><p><b>Son máquinas que nos permiten desplazarnos de un lugar a otro.. los medios de transporte son:</b></p><p><b></b></p><ul><li><strong>Carro, cicla, moto, bus, ferrocarril etc. Medios Terrestres</strong></li><li>Barco, lancha, moto acuática etc, Medios acuáticos y/o marinos</li><li>Avión , avioneta, parapente, globo, helicóptero etc. Medios aéreos</li></ul>
Ejercicios
<p>Desarrolla en tu cuaderno u otro medio tecnológico (Word, PowerPoint etc)la siguiente actividad:</p><p>Haz un encabezado con los siguientes datos:</p><p>Nombres y apellidos:_______________________</p><p>Enseñanza /Aprendizaje: _______________________<u></u></p><p>Fecha: _______________________</p><p>Observa atentamente la información dada en la presente guía y … </p><p>Lee completamente el documento y responde:</p><p>Selecciona la respuesta correcta, ya sea con X, un Subrayado, un asterisco etc. </p><p>1. Un sistema de transporte es:</p> <ol> <li>Es la interacción sobre un territorio deCarros y Motos</li> <li>Es la interacción sobre un territorio de vías y Señales Transito</li> <li>Es la interacción sobre un territorio de medios como carros, motos ybicicletas junto con peatones</li> <li>Es la interacción sobre el territorio de los diferentes medios y vías de transporte , que facilitan la movilidad de las personas y las mercancías</li> </ol> <p>2. Los Medios de Transporte son:</p> <ul><li>A.Maquinas analíticas para transportar cargas</li> <li>B.Máquinas que nos permiten desplazarnos de un lugar a otro</li> <li>C.Máquinas simples que han sido importadas de otros países</li> <li></li></ul> <p>3. Responda: Cuáles son elementos de un Sistema de Transporte</p><p>4. Dibuja los tipos de usuarios de un sistema de transporte</p><p>5. Para que sirven los Elementos de Control en un Sistema de Transporte</p><p>6. Adivina:</p><p><img src="data:image/png;base64,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
Evidencia
Evaluación
<p>Se tendrá en cuenta los siguientes criterios:</p><p>Participación por algún medio (Plataformas educativas, WhatsApp, videoconferencia, telefónicamente)</p><p>Desarrollo y entrega de Actividad de Aprendizaje (Ejercicio)</p> Actividad de sustentación si hubiere lugar
Bibliografía
<ul><li><b><a href="https://www.mintransporte.gov.co/preguntas-frecuentes/3/seguridad-vial---seguridad/">https://www.mintransporte.gov.co/preguntas-frecuentes/3/seguridad-vial---seguridad/</a></b></li><li><b><a href="https://www.youtube.com/watch?v=7xwUrh6q444">https://www.youtube.com/watch?v=7xwUrh6q444</a></b></li></ul><p><b></b></p>
Foro
calificable?
Activo
Actualizar