tag:blogger.com,1999:blog-14455872787795459852024-02-08T02:11:09.572-08:00ley de coulombpuedes encontrar mucha información hacerca de esta ley.-
para ver las dos entradas da click en la parte derecha de ésta página en archivo del blog.-wiliamhttp://www.blogger.com/profile/08433610426164238371noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-1445587278779545985.post-87098809875178874172011-03-31T07:45:00.000-07:002011-03-31T13:47:48.116-07:00ejemplos de la ley de coulomb<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">en primer lugar si tu colocas un imán y otro a 2 cm de distancia si aumnetas la Fe entre éstos dos con la misma distancia se van a atraer más.</span><br />
<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;"><br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">si tú colocas ésta misma distancia y le sumas el cuadrado es decir 2 x 2 la fuerza es inversamente proporcional, es decir que a esa distancia hasta ahora se comienzan a atrer o apunto de atraerse. </span><br />
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<span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;">otro ejemplo más complejo:</span></span></span><br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">Dos cargas A y B, separadas 3 cm, se atraen con una fuerza de 40 956;N. ¿Cuál es la fuerza entre A y B si se separan 9 cm? </span><br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">Aplicando la ley de Coulomb, la fuerza pedida es: </span><br />
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<img src="http://www.ejemplos10.com/uploads/e742fb_f5926797a3d8dc23c609aeb6a4d1b3f4.png" /> <br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">La fuerza que nos indican es: </span><br />
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<img src="http://www.ejemplos10.com/uploads/515b4d_e1abc817c979158960dddb9d6233b079.png" /> <br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">De esta expresión se tiene que el producto: </span><br />
<img src="http://www.ejemplos10.com/uploads/cf8e5d_75ef011164c957530cc62d3ee77ae95e.png" /> <br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">Sustituyendo en la primera ecuación se tiene: </span><br />
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<img src="http://www.ejemplos10.com/uploads/618382_9eff6a2459fe92cef91701d7679dfd2a.png" /><br />
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<span style="color: #b45f06; font-family: Arial, Helvetica, sans-serif;">ejemplo 2:</span><br />
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<span style="color: #b45f06; font-family: Arial;">una carga de -3 u C está situada a 100 mm de una carga de +3 u C. calcule la fuerza de las dos cargas.</span><br />
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<span style="color: #b45f06; font-family: Arial;">primero convertimos las unidades apropiadas: </span><br />
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<span style="color: #b45f06; font-family: Arial;"> 3uC = 3 x 10<span style="font-size: xx-small;">-6 </span><span style="font-size: small;">C. 100 mm = 100 x 10</span><span style="font-size: xx-small;">-3 </span><span style="font-size: small;">m =0.1 m</span></span><br />
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<span style="color: #b45f06; font-family: Arial;">luego usamos los valores absolutos, osea que tanto q como q2 son iguales a 3 x 10<span style="font-size: xx-small;">-6</span><span style="font-size: small;"> C. aplicando la ley de coulomb obtenemos:</span></span><br />
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<span style="color: #b45f06; font-family: Arial;">F=kqq2/r2=9 x 10 n . m2/c2 3x 10-6 </span>wiliamhttp://www.blogger.com/profile/08433610426164238371noreply@blogger.com0tag:blogger.com,1999:blog-1445587278779545985.post-8733964992765432272011-03-31T06:15:00.000-07:002011-03-31T06:15:24.855-07:00ley de coulomb<span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;">¿porque se llama la ley de coulomb?</span></span></span><span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;"> </span><br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;">Por que fue Charles A. Coulomb, que en el año : <span style="color: #cc0000;">1785</span><span style="color: #b45f06;"> dijo algo sobre la ley fundamental de la electrostática, mira, esta ´´ley fundamental de la electrostática´´ también se conoce hoy en tu época como su apellido: <span style="color: #cc0000;">ley de</span> </span><span style="color: #cc0000;">Coulomb. </span></span><br />
<img alt="" height="87" 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" 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<span style="color: orange;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;">¿en qué consiste aqulla ley?</span></span></span><br />
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<span style="color: #b45f06; font-family: Arial,Helvetica,sans-serif;"> El principio de la electrostática, que también puedes decirle: ley de Coulomb.</span><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/173ycV53GgU?feature=player_embedded' frameborder='0'></iframe><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #b45f06;">Bien, esta ley permite calcular numérica mente o, con una fórmula, (que se va a hacer más adelante y explicar), esa fuerza con que se pegan los imanes ´´<span style="color: #cc0000;">atraen</span>´´, y cuando también se expulsan entre ellos, cuando los volteas si pedes ver ``pum´´ se separan ´´<span style="color: #cc0000;">repel</span></span><span style="color: #cc0000;">en´´. </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;">Esta ley dice: que esa fuerza que cuando juntas los imanes, es decir que esa fuerza </span>que es eléctrica,<span style="color: #b45f06;"> es lo contrario y se acaban de atraer, cuando tú multiplicas por el mismo número dos veces su distancia; es decir digamos: si la distancia es de 2cm, entonces la multiplicas por este número 2x2 y si es de digamos 3cm la multiplicas por este mismo número 3x3, y se dejan de atraer cuando tú las las separas la distancia que te dije antes; claro, pero eso depende de la fuerza con que se pegan los imanes. </span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"> <span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;">fórmula:</span></span></span></span></span></span><br />
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" 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" /></a></div><div style="color: red;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"> <span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Fe=K Q<span style="font-size: xx-small;">1</span>XQ<span style="font-size: xx-small;">2<span style="font-size: small;">/r<span style="font-size: xx-small;">2</span></span></span></span></span></span></span></span></div><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Fe= fuerza eléctrica </span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">K= constante eléctica (La fuerza entre dos cargas elécricas, algunas duran poco y, otras mucho como los imanes).</span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><br />
</span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Q<span style="font-size: xx-small;">1 y <span style="font-size: small;">Q<span style="font-size: xx-small;">2<span style="font-size: small;">= Valor de la carga eléctrica 1 y 2</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">r= La distancia que las separa</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">listo, si tú aumentas la cargar a la Q1 y la Q2 Fe que es la fueza eléctrica se van a atraer más.</span></span></span><br />
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<span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">en cambio si uamentas la r2 que es la distancia que las separa entonces se atraerán con menos fuerza, o llegarán a no atrerse.</span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">También tienes que tomar en cuenta el medio en que están la Q<span style="font-size: xx-small;">1 <span style="font-size: small;">y la Q<span style="font-size: xx-small;">2<span style="font-size: small;">, y las unidades que vallas a implementar; para representarlo en fórmula entonces:</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> <span style="color: red;">K=9 x 10<span style="font-size: xx-small;">9<span style="font-size: small;"> N x m<span style="font-size: xx-small;">2<span style="font-size: small;">/C<span style="font-size: xx-small;">2</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="color: red;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="color: #b45f06;"><span style="font-size: small;">Bien, ahora la fórmula indica que o desmuestra que en el vacío a un metro de distancia una carga cargada con un culombi<span style="font-family: Arial,Helvetica,sans-serif;">o de otra se separan ``pum´´ con una fuerza de 9 x 10<span style="font-size: xx-small;">9<span style="font-size: small;">.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="color: red;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;">y, por último para cualquier otro medio es:</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="color: red;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="color: red;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="color: red;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="color: red;">K= 1 / 4pi</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;">aplicaciones:</span></span></span><br />
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<span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Descárgalo y ábrelo con java plataform edition desde la versión 1.5:</span></span></span><br />
<span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> <a href="http://phet.colorado.edu/en/simulation/balloons">aplicacion java</a> </span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #b45f06;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> <a href="http://phet.colorado.edu/en/simulation/electric-hockey">aplicacion java 2</a></span> </span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"> </span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"><span style="color: orange;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"> </span></span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #cc0000;"><span style="color: #b45f06;"> </span></span></span>wiliamhttp://www.blogger.com/profile/08433610426164238371noreply@blogger.com2