Independencia de estados unidos
La independencia de estados unidos constituyo un significado acontecimiento histórico, ya que por primera vez una colonia se independizo del dominio de una metrópolis (Inglaterra) este proceso trajo trajo el establecimiento de nuevos valores sociales en lo político y económico, los cuales permitieron construcción de una sociedad basada en esos principios. Se dio primacía a la democracia con un deseo de hacer ampliar la participación ciudadana. coincidió con el proceso revolucionario francés, que cuestiono la vigencia del llamado antiguo régimen, el cual estaba sumergido en una profunda crisis de valores. se dio el protagonismo de un grupo social, activo y capaz de generar transformaciones.El proceso de estados unidos se fundamento en la revolución industrial y en el desarrollo de las tecnologías. En lo político, en la búsqueda del modo liberal en lo social, en una sociedad de inmigrantes que había llegado durante los siglos XVI y XVII, muchos de ellos huyendo por motivos religiosos. En lo administrativo, en un gobierno que generalmente era nombrado por la corona, y una asamblea elegidas por los habitantes de la colonia. Había colonias en las que la corona solo nombraba al gobernador y otras donde la corona no designaba a nadie.
Las principales causas de la independencia norteamericana tuvieron como base los siguientes aspectos:
Político: La<<paz de parís>>de 1763 puso fin a la <<guerra de los siete años>> que supuso la repartición de colonias entre Francia e Inglaterra, así como la hegemonía inglesa en Europa. Francia quería resarcirse de la derrota y apoyo los movimientos de inestabilidad en las colonias británicas.
Económico:Se dio una limitación en el campo comercial, originada por la situación de un monopolio, la cual afecto a la burguesía y luego a propietarios agrícolas mas reacios a intervenir contra la metrópolis. La legislación económica sirvió de motivo para que los colonos tomaran conciencia de su situación de dependencia. cuando se firmo la acta de navegación de Cronwell, se estableció que el comercio se aria bajo pabellón ingles: las mercancías tendrían que pasar por Inglaterra para su posterior distribución, lo cual facilitar control por parte de la metrópoli.
Se incrementaron los impuestos, lo que implico un serio obstáculo para el crecimiento de las colonias. En 1699 se prohibieron las manufacturas de lana y en 1570 la siderurgia, elementos básico para el desarrollo. como una manifestación del deseo de libre comercio de las colonias, el contrabando tuvo auge, aunque hubo tiempos en los que se permitió y otros en lo que se cumplió estrictamente con las normas. Ello se debe sobre todo a la extensión del territorio y a la búsqueda internacional una cierta libertad de comercio.
Ideológico:Se desarrollaron los principios liberales. Hay una experiencia de respeto, de comprensión entre varias opciones. Disminuyo el interés hacia la religión y se concentro en lo político: se centraron en la razón y en el estudio de la naturaleza; así mismo, los principales lideres fueron personas que divulgaron el pensamiento de la ilustración, como Benjamín Franklin, George Washington y Thomas Jefferson.
Inglaterra tenia en América del norte 13 colonias sobre el océano atlántico. Allí conseguían materias primas baratas y vendían su producción industrial. Cada colonia poseía un cierto grado de autonomía, es decir, podía gobernarse a si misma de acuerdo con su necesidades. Hacia 1774, el rey de Inglaterra jorge III comenzó a aumentarles los impuestos.
entonces los colonos se reunieron en un congreso en la ciudad filadelfia es mismo año, y resolvieron no aceptar los nuevos impuestos y hacer la declaración en favor de los derechos del pueblo (basada en la ilustración) para decidir ellos mismo los impuestos a pagar. El rey no acepto lo resuelto por lo colonos, quienes se rebelaron y comenzaron una guerra. El 4 de julio de 1776 el congreso de filadelfia declaro la independencia de las colonias de norteamerica e hizo publica una declaración de derechos inspirada en las Nuevas ideas ilustrada.
En la guerra, los colonos, ayudados por España y Francia ( que mantengan rivalidades comerciales y políticas con Inglaterra), lograron vencer a los ingleses, que firmaron la rendición en 1783, reconociendo la independencia y la soberanía de las colonias. en 1787 las ex colonias sancionan una constitución basada totalmente en los principios del iluminismo.
La independencia de las colonias inglesas, proclamada el 4 de julio de 1776 fue un acontecimiento histórico de gran trascendencia debido a los planeamientos políticos y económicos y a la influencia que se manifestó en las colonias españolas en América.
Después de la declaración siguieron varios años de lucha, en los que al comienzo Inglaterra se impuso fácilmente a los colonos de la toma de ciudades como Nueva York y Filadelfia. No obstante, gracias a la ayuda de Francia e incluso de los españoles, los colonos comenzaron a obtener triunfos, como el caso de la flota suministrada por los franceses para enfrentar a la británica, que estaba bloqueando las costas de las colonias.
1.
Teniendo en cuenta la ubicación estratégica de las 13 colonias
norteamericanas sobre las costas del océano atlántico; ¿qué ventajas tenían las
colonias tenían frente a Inglaterra?
2.
¿En qué condiciones se encontraban las colonias norteamericanas para
que decidieran independizarse de Inglaterra?
3.
¿Quiénes fueron los 3 líderes norteamericano que proclamaron la
independencia? ¿Qué razones tenían para hacerlo?
4.
¿Cuáles eran los principales argumentos que tenía Inglaterra para
mantener el monopolio comercial en las colonias norteamericanas?
5.
Plantea y justifica tu opinión frente a la necesidad de libertad e
independencia política y económica de los diferentes países del mundo actual
6.
Qué condiciones deben de darse en el mundo actual para que exista
justicia y equidad en el mundo actual
En el siguiente cuadro plantear argumentos a
favor y argumentos en contra sobre la independencia de estados unidos
Argumentos a favor
|
Argumentos en contra
|
----![⊛ Mapa de Estados Unidos 🥇 Político & Físico ▷ Descargar | Colorear](https://mapamundi.online/wp-content/uploads/2018/11/mapa-de-eeuu-en-blanco-para-imprimir-mudo.jpg)
![⊛ Mapa de Estados Unidos 🥇 Político & Físico ▷ Descargar | Colorear](https://mapamundi.online/wp-content/uploads/2018/11/mapa-de-eeuu-en-blanco-para-imprimir-mudo.jpg)
Nota: En este
mapa político de estados unidos ubicar los 52 estados que tiene este país
Hacer la lista de cada uno de los estados con su número respectivo
Datos generales de estados unidos:
Enunciar
sus principales ciudades; capital; #ro de habitantes, productos que exporta,
sistema de gobierno, principales religiones, moneda, principales ríos,
principales sitios turísticos
Consultar
en enciclopedias las siguientes biografías; mínimo una pagina
A. Benjamín Franklin
B. George Washington
C. Thomas Jefferson
REALIZAR LA SIGUIENTE SOPA DE LETRAS
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)
A. Benjamín Franklin
B. George Washington
C. Thomas Jefferson
REALIZAR LA SIGUIENTE SOPA DE LETRAS
OBSERVACIÓN: ESTE TRABAJO SE ENTREGARÁ COMPLETO Y NO POR PARTES; SE REALIZARÁ EN WORD Y A PARTIR DE LA FECHA TENDRÁN 3 SEMANAS Y MEDIA PARA LA ENTREGA ( NO SE RECIBEN TRABAJOS FINES DE SEMANA)
hola profe tiene fecha limite de entrega
ResponderEliminarHola, si tiene una fecha limite hasta el 30 de julio.
Eliminarfeliz semana
hola profe hay que copiar el texto de la independencia de ee.uu??
ResponderEliminars
ResponderEliminar