WORD
Como agregar un encabezado o pie de página en pares e impares y primera página diferente
Los encabezados y pies de página son áreas del margen superior, inferior y laterales de cada página de un documento. En los encabezados y pies de página puede insertar texto o gráficos, o bien cambiarlos y automáticamente aparecerán en todos las páginas que tengamos en nuestro documento.
Pasos
1. Clic en insertar
2. Clic en encabezado o pide de pagina
3. Clic en editar encabezado
4. Se busca opciones y dentro de ese grupo aparece lo siguiente
5. Activamos las tres pestañas que están en el ejemplo anterior
6. Nos Vamos a la primera página y esta es primera página, escribimos lo que necesitamos
7. Nos vamos a la página dos que es página par y escribimos lo que necesitamos
8. Nos vamos a la página tres y escribimos lo que necesitamos
9. Después de haber colocado todo lo que necesitamos le damos clic en la siguiente imagen que nos aparece al lado derecho en la parte de arriba de nuestra hoja
![](data:image/png;base64,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)
10. Listo
Como agregar numeración de página en tres diferentes formatos como está el ejemplo de arriba, par, impar y primera pagina diferente.
Esta opción muestra el número de página de todo nuestro documento
Estando en la primera pagina
1. Clic en insertar
2. Numero de Pagina
3. Formato del número de pagina
4. Iniciar en 0
Estando en la página dos
1. Clic en insertar
2. Clic en número de pagina
3. Clic en final de la pagina
4. Clic en el ejemplo que aparece al lado izquierdo vea la imagen
5. Clic en la siguiente imagen.
6. Listo
7. Hacemos los mismos pasos para la página tres
===============================================================
Organigrama
1. Clic en insertar aparece la siguiente imagen
2. Clic en SmartArt aparece la siguiente imagen
3. Clic en el tipo de organigrama que deseamos en ese caso Clic en jeraquia
4. Clic en jeraquia con imagenes y circulos y Aceptar
5. Tecleamos todo lo que necesitemos
Listo
Combinacion de correspondencia
Que es combinacion de correspondencia
Crear un conjunto de documentos, como una carta modelo que se debe enviar a muchos clientes o una hoja de etiquetas de dirección. Cada carta o etiqueta contiene el mismo tipo de información, aunque su contenido es único.
Teniendo nuestra base de datos echo en excel procedemos a hacer los siguiente:
1. Clic en Correspondencia y nos aparece la siguiente ventana
2, Clic en iniciar combinacion de correspondencia y nos aparece la siguiente ventana
3. Clic en Paso a paso por el asistente y nos aparece la siguente ventana
4. Clic en siguiente Inicie el documento
5. Clic en siguiente seleccione los destinatarios
6. el el paso 3 de 6 es donde seleccionamos la base de datos Clic en examinar
7. Buscamos la base de datos y le damos doble clic y nos apaece la siguiente ventana
8. Clic en aceptar y nos aparece la siguiente ventana
9. Clic en aceptar
10. Clic en Siguiente escriba la carta y nos aparece la siguiente ventana
11. Escribimos la carta y cuando necesitamos inserta un campo de la base de datos damos Clic en Mas elementos y seleccionamos el campo que vamos a usar en la carta y Clic en Insertar
Imagen
Cuanto terminamos la carte en este paso tenemos que guardar la carta y no en otro paso
12. Despues de haber escrito la carta y pasados los campoas que vamos a usar Clic en siguiente vista previa de las cartas
13. Clic en siguiente completa la combinacion y nos aparece la siguiente ventana
14. Clic en editar cartas inviduales y nos aparece la siguiente ventana
15. Clic en todos y aceptar
16 Guardamos las carta y listo
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Crear un índice
Un índice es una lista de palabras o frases ('encabezados'), que permite la ubicación de material
al interior de un libro o de una publicación. En un índice tradicional, los
encabezados incluirán nombres de personas, lugares y eventos, y conceptos
seleccionados como relevantes y de interés para el lector. Los indicadores
suelen ser números de páginas.
Pasos
1. Seleccionamos la palabra que queremos o presionando CRL B y luego escribiendo la palabra
2. Clic en referencia y nos aparece la siguiente ventana
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALUAAABiCAIAAACZCgVpAAAHSklEQVR4nO2dQWvbSBSA8+P0J3Re0FUQ6MKeajC+tjkYVntVD8tiFYRcpYfdGsQ2xWzZQtooSW1aNikuJaTd0kN9KrOHt3l9mRmNFEmWHOl9+KCMZzQjz6c3U1ee2REMk81O2w1gthr2gzHBfjAmdo4YJhuOH4wJ9oMxwX4wJtgPxsR3P87OzlpsB9MuWb3PfjBC1O7Hj7/+jK+qTWO2gI74sZvB0dFRk83oHpv1Y5BHXf23u7urTbx79+7Lly9rqaKftBk/BoPBvXv30jQtfv4ssvx49+4dK1KFGvygTmS9tAUHg8HFxcX9+/dPTk5KXwCQ5YcQAhQ5PDxUM1iWVbHeigyHw+FwmJvNsqzFYrFYLOCggYYhLfshhABFTk9Py16CEFcqTAlCmZSopWr0o0TPJUlSRI5yJ6+L9v0QV4pU+Qi03Z+boXU/NnfyuqjBj59++6WiH+JKkeVyefNLEKKyH5ZlTSYTy7Isy/I8DxJd14WUyWQihIDwblmWbdtYajgcWgSIB1gQwwPmlGqHXtfWjtV5nkdzoii2bUMG8ExtXi20PD+lf15cXOzt7b1586Z4dYg6vuAog2ONWor64bquECJJEkicTCZS8LdtG/oG36Ldqb3Fab9iTu27Uu1QHXip9cN13dzm1ULLfmgpXh1SPX5g79LJIHYq9BwC3amWgmMMBnhz59ojnSdJEhoGpJzQNnoqbfNqYeu+H9sSP+AY7t0kSaQOM5SinWfbdmN+1DusIJ3yo8r4ovVDCOF5HkQRnIjQ4rQUqJAkCR0syvlBTwjRSMpp27Y0YKnNq4Wt+/+5LYkfdIyAdBrDcf6BpWD6Cekwc3Rdt3T8EGSQgjNrc9IhTG1eLWzEj3J9XKVsOT+YXLrjRy6lm9RnOuIHsyHYD8YE+8GY2Lgfpz9YRV7askzrsB+MCfaDMcHzD8YE+8GYYD8YE7fej/BhqL4uLy9pnngaR2H0OH5culW9pQt+rL+s6St8GMbTmCry5PcnURjN/piVblVv6aYf52/PqSJP/3wahdGzp89Kt6q3dNOP9Zf1+dvz/ek+KPL8r+dRGL34+4X2DEEQBEFQusFZeJ63Wq1WqxUcVDlVHMdxHDdZI9JNP+hLCPHq8FUURsfpsVp8tVr5vu/7vvkDLfGJ19VJaZoWkaPGGimb8qMKN6pL9UNyRQjx+vR1FEbaJ59nBEMt7frRcI2UrXt+7KYU8ePsn7MojN6v3qvFIXKkaer7vpQOTxamaepdAfcx7QY8DoKA5qFvwcFsNpPOoy0Sx7H04CA9z3w+hyJoM4wmkCLVqF4IzS9dbxa98OPDhw9RGH36+EkqS7XwfR/v1CAIpJCudULoblm1k6Q86g8daE41jNF3YZ4EymKz5/O5EELrh3ohOJLO5/Miw1Yv/Pj87+cojL5+/SqVjeMY+2M2m8HnBXeYlDPXD7yz8U7V+hEEAXSnuYi2arVeKexJOdULobEQbTPTCz/W63UURt++fZPKegqilB+0CMYhtV/pLWsuoq26Fj8KDitIL/zQMp/PpRsIb27f96U4j7e4ICEdAgD0E438WX7Q3jIXkarO8oM2DBtD39VeCAawIvTCj5PjkyiMTo6vrSJBQz1AjZEiP0wb4e7HcQESsScgYmfFD5yN4tzQUIRi9kPbGCknvRB1um2mF37sP9qPwmj/0X7bjb19dMEP80sIcZweZ30/xpip6of211oe+ck5c6upwQ9VBfiBIfvRAeqJH3RmDutPsB/doAY/6KomQgjXdSEFVzKRfjRsXV9MR1oHp+DiO0wz1ODHYrEYDoewuACubqDGD/ojdI+s4ZT1Y3NtfqZh6vEDtUBR1HUK1MUw1HVOzPmZ5qnHDyGE67qTyYSu3SatdKMuhqH6UXzxHaYZavMD7nvv+nptuYvpSOvgFF98h2mG2vwQQmiXzMpdTEcaTQouvsM0w63//pTZKOwHY4L9YEywH4wJ9oMxwX4wJtgPxsSW+sHfeWwJG/ejXE+zH1sC+8GYKO+Hdj8laR8kdUF7fJJDfc5Du2OSmo1pkvJ+aPdTUvdBsq5vOaA+yUH/p0bdMUnNxjRJST+K76ekTRTKcx5ZO+Koj4MwTVLej4L7KWkT1ec8tH5oHwdhmqT8+GLl7ack7YNEE7Oe85B2TNJmY5qkvB/m/ZTwmG6sJD0sIj3nod0xSc3GNMmWfj/GbAnsB2OC/WBMsB+MCfaDMcF+MCbYD8YE+8GY6K8f4/H4wYMHbbdi2+mpHwcHByxHEfrrR9tNuB301A/HcYrnXC6XNyrSJdiP/JzgRz/pux+O40ynU8dxHMehMxJIGY/HNH6gKHfu3HEcZzQaSZmbvYgmYD/+7+aDgwNMHI1G4AqoI/kxHo+pCqPRaDqdwkH3Ig378T0qaEOFmiiNOA6he9Ne9qMGP7oXNhD2Q6OCeXzBdwHpz47Bfmj8WC6X5vkpvAsTF8zcyX8A5/vBMCrsB2OC/WBMsB+MiZ2UYbL5D+NsFZUWyf2VAAAAAElFTkSuQmCC)
3. Clic en macar entrada y nos aparece la siguiente pantalla
![](data:image/png;base64,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)
4. Clic en Marcar todas
5 Clic en aceptar
Repetimos este proceso según las palabras que queremos agregar a nuestro índice
=======================================================================
1. Seleccionamos la palabra que queremos o presionando CRL B y luego escribiendo la palabra
2. Clic en referencia y nos aparece la siguiente ventana
3. Clic en macar entrada y nos aparece la siguiente pantalla
4. Clic en Marcar todas
5 Clic en aceptar
Repetimos este proceso según las palabras que queremos agregar a nuestro índice
=======================================================================
Crear una tabla contenido
=======================================================================
=======================================================================
Tabla de
contenido: Una tabla de contenido es la estructura de un documento y contiene
los títulos de los temas y subtemas que forman el documento. Puede establecerse
un enlace (Vinculo) directo a los puntos contenidos en la tabla. La tabla de
contenido suele figurar al principio de un libro y es lo primero que miramos
cuando queremos saber qué temas tratará.
Pasos
1. Seleccinamos el primer titulo de nuestro documento
2. Clic en Referencias y nos aparece la siguiente ventana
3. Clic en Agregar texto y nos aparece la siguente ventana
Podemos trabajar hasta 9 niveles en la ultima ventana nos indica donde podemos activar los niveles
4. Segun el nivel que necesitamos le damos clic en alguno de los tres niveles que nos muestra
5. Repetimos el procesos segun los titulos que hay en nuestro documento
6. Cuando terminamos de trabajar todos nuestro titulos, Clic en Tabla contenido y nos aparece la siguente ventana
7. Le damos clic en el formato que queremos en este caso demos Clic en tabla de contenido personalizado y aparece la siguente ventana
8. En la parte que dice Formatos podemos seleccionar nuestro estilo que vamos a trabajar y donde dice mostrar niveles podemos agregar hasta nueve niveles para trabajar
9. Clic en aceptar
LISTO
=======================================================================
BIBLIOGRAFÍA
(formato APA)
La
bibliografía es la descripción y el conocimiento de libros. Se trata de la
ciencia encargada del estudio de referencia de los textos. La bibliografía
incluye, por lo tanto, el catálogo de los escritos que pertenecen a una materia
determinada.
Un
escritor puede referirse a la bibliografía para hacer referencia a algún
documento que utilizó como fuente en su tarea de redacción o para citar
contenidos que, si bien no utilizó en su trabajo, pueden complementar y
enriquecer sus escritos al ampliar la información que estos presentan
Pasos
1. Clic en Referencias y nos aparece la siguiente ventana
2. Clic en Inserte cita y nos aparece la siguente ventana
3. Clic en agregar nueva fuente y nos aparece la siguente ventana
4. Clic en Tipo de fuente Bibliográfica y seleccionamos nuestra fuente y llenamos los campos que vamos a utlizar segun ventana del paso tres
5. Repetimos el proceso las veces que necesitamos y despues de terminar nos vamos al siguente paso
7, Clic en Bibliografia estando simpre en referencia y aparece la siguente ventana
8. Clic en el formato que queremos en este caso en Bibliografía
Listo
EXCEL
Crear una lista en Excel
Para facilitar la entrada de datos, o para limitar las entradas a determinados elementos que define el usuario, puede crear una lista desplegable de entradas válidas que se compila a partir de las celdas de otra parte de la hoja de cálculo. Cuando se crea una lista desplegable para una celda, se muestra una flecha en dicha celda. Para escribir información en esta celda, haga clic en la flecha y, a continuación, en la entrada que desee.
Pasos
1. Nos poscionamos en la celda donde queremos el resultado
2. Datos
3. Validacion de datos nos muestra la siguiente ventana
![](data:image/png;base64,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)
4. Clic en la flecha que dice Permitir cualquier valor y seleccionamos Lista
6. Revisemos la imgen
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)
7.Seleccionamos los datos que queremos que aparescan en la lista
8. Clic en la flecha roja
9 Clic en Aceptar
===========================================================================
BuscarV O ConsultaV
La función BUSCARV en Excel nos permite buscar un valor dentro de un rango de datos, es decir, nos ayuda a obtener el valor de una tabla que coincide con el valor que estamos buscando.
Para facilitar la entrada de datos, o para limitar las entradas a determinados elementos que define el usuario, puede crear una lista desplegable de entradas válidas que se compila a partir de las celdas de otra parte de la hoja de cálculo. Cuando se crea una lista desplegable para una celda, se muestra una flecha en dicha celda. Para escribir información en esta celda, haga clic en la flecha y, a continuación, en la entrada que desee.
Pasos
1. Nos poscionamos en la celda donde queremos el resultado
2. Datos
3. Validacion de datos nos muestra la siguiente ventana
4. Clic en la flecha que dice Permitir cualquier valor y seleccionamos Lista
6. Revisemos la imgen
7.Seleccionamos los datos que queremos que aparescan en la lista
8. Clic en la flecha roja
9 Clic en Aceptar
===========================================================================
BuscarV O ConsultaV
La función BUSCARV en Excel nos permite buscar un valor dentro de un rango de datos, es decir, nos ayuda a obtener el valor de una tabla que coincide con el valor que estamos buscando.
Busca un valor dentro de una hoja y devuelve otro valor , hace una
búsqueda vertical
Un poco de historiaLa función BUSCARV en Excel 2010 no estaba al inicio.
De acuerdo a un Comunicado oficial de Microsoft la función BUSCARV en Excel 2010 había cambiado su nombre a CONSULTAV.
Pero decidieron regresar al mismo nombre en el Service Pack 1 de Office. Ya que
ocasiono muchos inconvenientes a los usuarios ya que estaban
acostumbrados a el nombre de Buscarv
Como usar la Función BuscarV
Esta son los datos originales donde está la información la hoja se llama datos.
Este es el formato donde trabajaremos la función BuscarV, la hoja se llama Búsqueda
Tercera parte
Cuarta parte
========================================================================
Función Si en Excel
Una
función es una fórmula predefinida por Excel que opera sobre uno o más valores.
El resultado se mostrará en la celda donde se introdujo la formula.
La
función SI es una de las funciones lógicas de Excel, prueba para ver si una
determinada condición en una hoja de cálculo es verdadera o falsa.
La
sintaxis de la función SI es:
=
SI ( prueba_lógica, valor_si_verdadero, valor_si_falso )
Valor_si_verdadero
es el valor que se muestra si la prueba_lógica
es verdad.
Valor_si_falso
es el valor que se muestra si la prueba_lógica
es falsa.
La funcion
Si de excel solo
puede tener dos valores o es verdadero lo que pregunto o es falso, pero dentro
de una función Si se
puede agregar otra funcion Si y a
esto le llamamos si anidados, un si dentro de otro si, esto me sirve para tener
mas opciones (verderol, falso)
Calculando el trimestre de un año donde ya está calculado el mes (columna K)
Primera Parte
Segunda parte
========================================================================
Definición
Toda presentación contiene al menos un patrón de diapositivas. Los patrones de diapositivas resultan especialmente útiles cuando se tienen presentaciones extremadamente largas, con muchas diapositivas.
Pasos para crear patrón de diapositivas
1. Se abre una presentación en blanco
2. Clic en Vista
3. Clic en Patrón de diapositivas
Aparece la siguiente imagen
![Patrón de diapositivas y diseños](https://support.content.office.net/es-ES/media/650b98a7-4075-4c74-a0e7-295acb5e34fc.jpg)
1. Un patrón de diapositivas en la vista Patrón de diapositivas
2. Diseños asociados con el patrón de diapositivas que se encuentra por encima de ellos
Debemos estar en la primera diapositiva ya que esta modifica todas
Agregamos todo que nosotros queremos que aparezca en nuestro Patrón.
Ejemplo: Tipos de letra, fondos, colores, fechas, Textos,Imágenes, etc.
4. Después de haber modificado todo lo que necesitamos lo guardamos pero el tipo de documento tiene que ser Plantilla de PowerPoint
5. Cerramos el archivo y lo probamos o aplicamos a una presentación
Puedes publicar tus dudas que con gusto les responderé
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Como insertar sonido de audio en una presentacion de PowerPoint
Estando en la diapositiva donde se va a inserta el sonido hago lo siguiente
1. Clic en le ficha de Insertar
2. Muevo el cursor donde dice multimedia y le doy clic en le flecha de audio
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIUAAABNCAIAAAAHAzCyAAAGsElEQVR4nO2a70/bRhjH86+13CtLrcqivbC6Mk3ixVYkrFqViqZ6NEmHUNs1CCGabdVAe5HCorH6HAdY1TJ3a5RSmNAkEM3Y+mPqK4ayKoiyFPBeXDhdfLZj/KO+hfvKL8z57jg/Hz/PY9+ThMnFkhJxL4CrRZwHW2ry2FsuxXjEawKmxHmEqRcvXgScgfMIU5wHW+I82NJx56EdKuB5WGKFh5H/cvDTgVh4BLz/DuQxOzkmy7Isy5xH/DwwDAuPgVE4MAobS9HyYE0x8yBhWHh88bUmKOpnY9ruE+4fR5B/HhYYsiy/ruhkh3xeExT1yrjW1kt8r57zcIQhyzJyhXxee3q/CWbsG01Q1O+mNM7Do/zwsIWB4lVjqTQwCs8NqVvl0t5yafdJqe8GPD2ovnqoR8GDNcXAwwkGzh+1in5uSL04AtGfvz/QBUW9/hXk/uFFbXg4md6Fx95yabGkC4q6WGr6xJVx7cwVtVZxdBHfq+c8PPHYWy5JN7XLY02fWIBFQVHnfyhyHm0VFY+pKU1QmlmkVtEFRc3edszqge3Aitjl8duPuqCoS3PNGPXRMJRuhs+D+4dXHs8NnYxR0k2td9gxpftePefhlcefP7XwuJCFHw6pnEdbRcVjaa7lFevja7DvRvj+wZrY5XH726KgqJuHX4WnB9X0OIv5/Fj4R2OpdPaqihM4yu0uuyaB7eBfx4LH7ExRUNTZmWbyGJ/QBEV9boT2Pfj36zcmUeCjValUUM9Hjx7JshzQRt4Vx37JRJv9klcP9ffTsO9Gs/hRq+jJFLyQDXO/5Ey6eO/Xl3R7vV4nq7B37txJpVIuPE6l506l5476310U036iAxJk/U+uw2QK/rHQ9AZUCMEfIqHwEBSVPsThWbO1Ko4X5jRPh/BwQrKzWNpbLmVvayvzTevfu6sLivp5LuT9dlsegqKax5aHLRJLPerpfT2Zgr3D0GUnMUQeH1ybN1t55PN5HK/IdoSBPgKa0oy/XtuKhKwDGrCYTMGzV9WXrpUPfzzeyxQfrPxFt1vyh+mQzzuWhwUJ2X55DF4cgej7I3Qete1d0/X9yuNbbEfFKxqJ7xn8LV1r/Vkb50FEpzh+D8f9I6rD39LL5bITjMXFxYB28adjzYNBcR5sifNgS5wHW+I82BLnwZY4D7bEebClyHn09/b09/YcybgAgHU4uQ4n0Yk/HtVqFRxKFEUvdwIAqFarR71/9I/IgYZhAACOOg9StDzW4aSY7BaT3R7NSvII4h/IIoZhoD8zmYyXO/HHg5YkSb7HRsvjVvoSPt4lD1EUC4XCUe8kFB7VajXIJNHyQJ6xMDEiJrttzY3PUXQCANxKX8KN9FUAwHQ2484DBRDbtQIAMpkMuipJEpoQew8AoFAooMZcLoca6W6maYqiiBqRC2KQZJDED4TttE6KkAeJQUx2L0yMuPAQk93I0LY88FWnpEIuyDAMnDByuRwyBLKXrUXIqyjU0CmB7CZJkiUA4kvYL8kZ8LRe8kqEPNLyeRymbqUvpeXzTjycHAhfBQDgq/29PbSLkAui/YM0DbYyfmbpx9w0TUmSkGUt3WydDw20mBvPQE7bNiRGyANQejc8TNMURREnc9OOB2lW3JnmQXf7v/KYzmYsr7nYjjj4TGczpOlRQLM04hPv8co8fKgt9iJPDMMgYwjmgaIZakQmpruJomgJeuT8tvEqfh70U4wJIYsDANLyeWxc20Zgl89xHnLhYbbGGTJjY3OgnCxJEukfKNsDIhvT3VBP20BH5nOyc/w83vER8B7YEefBljgPtsR5sCXOgy1xHmyJ82BLncyj7ct+pLL9HmwrzsO/3OfnPBwtEpE6kIfthmMQHnjHAu20W7Yx6MIt8FbzoLtZNmNsh1h42JZS2OJBIgnFP3AFguQhiiI6KRQKdOnCS80D2NUwbB98GoPLtLTi54GQhBKvyEoUvm1kQSxLcZs0jVPNw3TYEyQbXYbgE7oPozyCH+48XH5fQvNoWxqhDe0+BJ3Y9qHVUTzQzaNbRQ+jpSxBC3ireTjxQFfdh7hM2/k8cExAlQxcfbKkX5KHl5qHLQ80EE3oMoRMY4AqpYTP4+Dg4ODgoPFEj/HY96uurq719XXfw0PXs2fPAs6Q2N/ff/v27ZvH8M1juFOJ5/jXr06ePLm6uup7eOja2NgIOEOi0Wjs7u7Wy3df/zLzz8/fx3LU/erEiRMrKyu+h4eutbW1gDMkdnZ2arVamYsNJba3t7e2tsrlcsBExBWKEvV6fXNzk/NgRJwHW+I82NJ/1V/8ZM2SPgMAAAAASUVORK5CYII=)
3. Aparece lo siguiente
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJcAAABTCAIAAAAdhAKMAAAGlUlEQVR4nO2c3W/TVhiH868Bd5Ha8Qcgixs0pRKaGhggzVEKN+NDSJ06yaOlgkoIxqJOjcvE51aRRt5a5qkXtGopjJJpLtRJIWmaOo7bdxdu/JEcO7aJv87OowiljX3e0/PkHNvxjyTkF7+E+Nj3yrFjx1ZXVz3v3nfevn0bVumDg4PE3gK7t8A2/gjn0fTK0aNHl5eXPe/ed16/fh18UVmWZVlutVqJHW6mWvz50/x0KI8drxw5cmRpacnz7n1nZWUl+KL1er3RaEiSlOAIMadSqSQ4jgNCbOE4ThRFYjHeEIs4QCziALGIAy4svnnzJoAOETzg1CLLsul0Wn1+9+7dzc1N//tGcEpvi4qi3L9/P51OqxZrtRoAZLPZ7e3t4LpJsKWHxVarNTU1lW4DAJcvX65WqwsLC7du3fJWkmcoiuFd7kGzAoDA0uqTPtNuHwDUIu66Fz6WFtMoAGBxcXF0dBQATp8+Lcuy64ICS9MMQ7uSYRplHzC0L7CMn5V8wrXFcrk8PDwMAKlUqlwuu60nsDTNCuq/jncK0qIQP4ceLO7u7mrbuLfY1mfSaJRkmhY0RVEURbNs+5eIVynk8qy/qr7IM2ozhw12mOK72rfYvrNZ4BmbTgSHa4tSU54urlPXHiczeerKw+niuqLsO62myzNqRFrUj54CS1OIUW6PG+JgaWiQZ2hWOBxtTWjnkCMtdm/f3SyqYhi4O7tRlP1zN+eHbxSGxub+Le8Mjc0N3yicuznvUKRRneEkAmURPVmNpzm6CZ4xazFM0/YssZjuVu1bdamzWeNkjLBFMFxpAMC9udUz4/Pf3OYW194DwOLae3rq9wuTxXtzqw5q6X9x10j03aLVbIPPs2huVv+NywN9v3F61T8zMwMAJ68/GX/4ciA7Ozgym8zkB0dmB7Kz4w9fnrz+pHepztHTxsA8Lb2sqN3OKOsVz6vF7ma1V/RV3b4pv3D3OepAlpVbSjKTbyn7ANBS9pOZvNxSBrJsz327/xp9/LVZyjDGY097qbI/u0GNkXH169eKimhWOwHTrp3iYFGdi4Mjs8cvPUhm8scvPRgccTwXCb7hzuLtpytfT8yfnyxyywIAcMvC+cnihcni7acrPvfTROfhlaIoigqyA1HDnUWp2Rq+8fzsRGFobG7rU2NobO7sROGrH55LzZbfHSXYwHFcsVh0cX9RUfZzhVcnrj5KZvInrj7KFV65uF4k+AO5S4wDHMdtbW0Ri/GGWMQBYhEHiEUcIBZxgFjEAWIRB4hFHCAWccC1xfX1dV87RPCAO4vT09OpVEp9/j27VNqqeSgZyTwqokv63Wl0tEcDcds04BSHU4uKoty5cyeVSqkWP+5IAHBq9Jn4qeGuYFTzqHRnl1RPVnX1LpkUCyxtfD8ILBtINM6RRVmWJyYmUm0A4Mvvfq3U9n5bKl3L/emqXmTzqJ3vLJ4xBQ/sumQKboSSaOxhMYUCAJ7+9e7MeAEAvrg4K7cUx+WinEc1hrDU/tmkLpzFq4LCo8XN7XoykweAZCb/4eMucl8E0c6j6hoPe+fIol4/vCCcR4v/iDUPFqOeR20XbTdob5HqXAtiNxdzhVfnbs6DuxU1+nlUgaVpltdKO1xR7QoHg8ezm1Ojz6q70hP+3ZWfHJ/dxCCPevhOM/zgymLXNcvhOarv8UaPVxqV2h4AUNceb1bqDivFIY+q7qlZcG+xo7TlnA7Jokoul9Ou+r/98cVqqdK3jhA+A9efwK2trfnaoVgQtUAs+TQcB4hFHCAWcYBYxAFiEQeIRRwgFnGAWMQBYhEHiEUcIBZxgFjEAWIRBwK3iLj9Zk8Q3xeDKOdX9tUXgrVoHhqecRJvCMlirAjSordYCrHYmwAtWko8DPVq2QpztIxnKJrltWyqHrvo3kxrxNg0orX+Zl8jQLAWuwetHYWySPqCKc9kFz1FNoLcrL/Z10gQ4ly0iBLp0wfxqh5atN3MVMRys36kJqNBkMfFjoFGWUR842hHQE37LkSbzdr02IxY9IT5fxShLBrzvd1LpTag6M2sV2VTCr8v2Vffw4muCPx60RAQ71IHVt84yjC0+eTC5otJjXRv1q/s6//cIsEHwrcYkUhnrAnfIuHzIRZxgFjEAWIRB4hFHCAWcYBYxAHdIiHWlMvlhCAIpVJpY2Pjb0Ks2NjYKJVKgiCIopioVCqiKH4gxBBRFCuVSrVaTdTr9VqtViXEkFqtVq/XG41GQpIkSZL2CDFEdddsNv8DZoXQVFvo6TEAAAAASUVORK5CYII=)
3. Clic en audio para MI PC
4. Buscamos la canción en el lugar donde la guarde y le damos doble Clic
5. Aparece lo siguiente
![](data:image/png;base64,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)
6. Seleccionamos la imagen anterior y damos clic en animaciones y luego clic en reproducir
7. Luego activamos el panel de animación
![](data:image/png;base64,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)
8. Al lado derecho aparece el panel
![](data:image/png;base64,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)
9. Damos clic sobre la fecha de la canción que vamos a trabajar y nos aparece lo siguiente
![](data:image/png;base64,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)
10. Vamos a dar clic en Opciones de efecto
11. Y aparece la siguiente ventana donde hacemos lo que indica
![](data:image/png;base64,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)
12. Luego le damos clic en Intervalos y hacemos lo que se indica
![](data:image/png;base64,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)
Listo
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Como poner animaciones dentro de PowerPoint
2. Seleccionamos el objeto que vamos a animar
3. Damos clic donde dice la imagen
![](data:image/png;base64,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)
4. Aparece la siguiente imagen y escojamos el tipo de animación que vamos a usar
![](data:image/png;base64,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)
Listo
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Como agregar el tiempo y transición a la diapositiva en general.
1. Transición
2. Nos aparece la siguiente imagen y hacemos lo que nos indica en la imagen.
3. Por cada diapositiva tenemos que ir agregando lo que queramos
![](data:image/png;base64,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)
Listo
========================================================================
Estando en la diapositiva donde se va a inserta el sonido hago lo siguiente
1. Clic en le ficha de Insertar
2. Muevo el cursor donde dice multimedia y le doy clic en le flecha de audio
3. Aparece lo siguiente
3. Clic en audio para MI PC
4. Buscamos la canción en el lugar donde la guarde y le damos doble Clic
5. Aparece lo siguiente
6. Seleccionamos la imagen anterior y damos clic en animaciones y luego clic en reproducir
7. Luego activamos el panel de animación
8. Al lado derecho aparece el panel
9. Damos clic sobre la fecha de la canción que vamos a trabajar y nos aparece lo siguiente
10. Vamos a dar clic en Opciones de efecto
11. Y aparece la siguiente ventana donde hacemos lo que indica
12. Luego le damos clic en Intervalos y hacemos lo que se indica
Listo
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Como poner animaciones dentro de PowerPoint
Entrada
Estos efectos controlan el modo en que el objeto entra en la diapositiva.Énfasis
La animación se reproduce cuando el objeto está en la diapositiva.Salir
Con estas animaciones puedes controlar la manera en la que el objeto sale de la diapositiva.Trayectorias de la animación
Son animaciones donde nosotros podemos indicar por donde queremos que se mueve el objeto dentro de la diapositiva a lo largo de una trayectoria predeterminada,
Secuencia de pasos
1. Clic en animaciones2. Seleccionamos el objeto que vamos a animar
3. Damos clic donde dice la imagen
4. Aparece la siguiente imagen y escojamos el tipo de animación que vamos a usar
Listo
========================================================================
Como agregar el tiempo y transición a la diapositiva en general.
1. Transición
2. Nos aparece la siguiente imagen y hacemos lo que nos indica en la imagen.
3. Por cada diapositiva tenemos que ir agregando lo que queramos
Listo
========================================================================
Buenas tardes Lic. como no tengo musica en mi computadora que programa le puedo instalar para realizar la prueba de agregar sonido a una diapositiva..??
ResponderEliminarTambien podria indicarme que tarea hay para este viernes en Paquetes de Sofware 2.
Gracias, que tenga feliz tarde
Este viernes no hay clases y le puedes inserta cualquier Mp3 baja de internet
Eliminar