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42 Seg

Texto a columnas

2/22
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Aportes 363

Preguntas 47

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Para los que tienen problemas para que excel les tome el formato de números les dejo la siguiente solución.

El problema se origina debido a que el archivo csv tiene los decimales con punto (.) formato americano. Una solución es que en el momento de hacer la separación de texto a columna en la opción avanzada intercambiemos la coma (,) por el punto(.) en el lector de decimales y de igual forma en el de miles, de esa forma el excel toma los datos como números y podemos cambiarles el formato, les dejo las imagenes del paso a paso

después de dar click en opciones avanzadas , hacemos el cambio.

y tenemos como resultado números

Pongan comillas para que no se separe el título de su columna si tiene espaciado.

si necesitan cambiar el (.)punto por la (,)coma para implemtar el formato numero sin porblema, lo qunico que deben hacer es (crtl + b) y le dan remplazar.

  1. Lo que yo hice en el caso de ventas x tienda fue seleccionar la primera fila y selección de ancho fijo y lo pongo manual.

  2. Ya con los valores seleccioné Delimitaciones y puse el espacio

Hola. También podemos usar el atajo en el teclado: Alt+d+c para abrir rápidamente el asistente para convertir de texto a columnas.

Para convertir un texto en columnas en Excel, sigue estos pasos:

  1. Selecciona las celdas que contienen el texto que deseas dividir en columnas.
  2. Haz clic en la pestaña “Datos” en la barra de herramientas de Excel.
  3. Haz clic en el botón “Texto en columnas” en el grupo “Herramientas de datos”.
  4. En el asistente “Convertir texto en columnas”, selecciona el tipo de separador que deseas usar para dividir el texto en columnas (por ejemplo, comas, puntos y comas, espacios, etc.).
  5. Selecciona la vista previa para asegurarte de que el texto se dividirá en columnas correctamente.
  6. Si la vista previa se ve bien, haz clic en el botón “Finalizar” para completar el proceso.
  7. Si el texto no se divide correctamente, haz clic en el botón “Atrás” para volver a la pantalla anterior y seleccionar un separador diferente.

Una vez que hayas dividido el texto en columnas, puedes ajustar el ancho de las columnas, aplicar formato a las celdas y realizar otras tareas de edición y análisis de datos en Excel.

En el caso de la hoja de ventas x tienda unan las palabra tienda con el número 1: Tienda1, para que cuando hagan la delimitación por espacio no se les separen y Excel tome una columna para la palabra Tienda y para el número 1.

Una excelente herramienta que permite ahorarte tiempo en la estructuración y limpieza de Datos.

La profe debería dar las clases de power BI. explica muy bien y el paso a paso.

Chicos en caso de que quieran tener el id del vendedor y no tenerlo en numero háganlo deferente en el delimitador de esta manera seleccionando la columna del id y el formato en texto:

el resultado seria de esta manera:

Favor de subir el archivo de la clase para poder seguir este ejercicio

Pasos para realizar la separación por delimitador o ancho fijo.

  1. Seleccionar toda la tabla
  2. Datos → Herramientas de datos → Texto en columnas
  3. Se abrirá un asistente, seleccionar Delimitados o De ancho fijo, dependiendo del caso, luego ****dar en siguiente.
    1. Si seleccionó el delimitador, se tendrá que seleccionar un delimitador o escribir el delimitador, luego dar en siguiente.
    2. Si se seleccionó por ancho fijo, tendrá que dar click en el visualizador para realizar la separación manual, luego dar en siguiente.
  4. Por último se puede dar formato a las columnas, definir el separador de miles y de cifras decimales en Avanzadas… y ver cómo queda el formato de tabla final. Dar click en Finalizar.

Notas:

  • En el paso 3 en el asistente en Avanzadas… puedes agregar el separador decimal y el de miles, para que la lectura no se haga en texto sino en número.
  • En unas ocasiones tocará realizar varias separaciones por delimitadores o por ancho fijo, o mezclado.
    • Ejemplo de realizar varias veces por delimitador es Ventas x vendedor, es importante aclarar que allí, toca crear dos columnas nuevas debido a que el segundo delimitador no tiene nombre de columna y se crearán las nuevas columnas hacia la derecha.
    • Ejemplo de realizar separación mesclada es Ventas x tienda, allí al principio solo toca seleccionar los datos y hacer una separación por delimitador de espacio, luego repetir el proceso pero por ancho fijo para los nombres.
    • Ejemplo de separación por delimitador es Gastos mensuales, en este caso sólo es necesario realizar una separación por delimitador, recordar el primer punto de las notas, en cómo debes de asignar las cifras decimales.
  • Por último, es importante darle los formatos a cada variable para su respectivo análisis, es decir terminar de realizar el proceso de ETL.

=REEMPLAZAR(A1,AGREGAR(15,6,ENCONTRAR(CARACTER(FILA($65:$90)),DERECHA(A1,LARGO(A1)-1)),1)+1," ")

esta función permite separar Nombre y Apellidos unidos y separados por letra mayúscula

Clase 2: Texto a columnas:

,
Hoja_Ventas_
)
.
Hoja_Ventas x Vendedor_


Hoja_Ventas x tienda_


Hoja_Gastos mensuales_

por favor subir el archivo para hacer los ejercicios

No sé si les sirva, pero para el ejercicio de "Ventas x tienda" no se resuelve solamente haciendo la separación por delimitadores. Considerando que el delimitador es "Espacio" (y bueno, ese es el delimitador jeje), solamente se debe de aplicar desde la segunda celda para abajo. Y en la primera, delimitando por ancho fijo. 1. Delimitando por ancho fijo la primera celda: ![](file:///C:/Users/Jesus/Downloads/anchoFijo.png)![](C:/Users/Jesus/Downloads/anchoFijo.png)![](https://drive.google.com/file/d/1SUB9WGEcju2NxDqAEhJi0oxSwjFy5tc3/view?usp=share_link)![](https://static.platzi.com/media/user_upload/image-9d91d534-3c5d-436b-b191-d518ef605b9a.jpg) ![](https://static.platzi.com/media/user_upload/image-1e94a0c7-e57e-43f1-b758-acc5ed5f5b74.jpg) 1. Delimitando por Espacios: ![](https://static.platzi.com/media/user_upload/image-0b8255c4-1b81-4d9a-a5ee-eb1c1cea6472.jpg) ![](https://static.platzi.com/media/user_upload/image-1ba93c38-b817-4da5-9001-5503deb5009b.jpg)
#### **Separación del texto** 1. **Identificación del separador**: En la hoja de "ventas", notamos que la información está separada por asteriscos. 2. **Acción**: Seleccionamos toda la columna A y utilizamos el atajo "shift + control + flecha hacia abajo". 3. **Herramienta de Excel**: Nos dirigimos a la ficha "Datos" y seleccionamos "Texto en Columnas". 4. **Opciones de separación**: Elegimos "Delimitado" y seleccionamos el asterisco como separador. 5. **Previsualización y ajustes**: Verificamos la previsualización y realizamos ajustes si es necesario. 6. **Finalización**: Confirmamos y observamos que la información se ha dividido correctamente. #### **Formato de los datos** Es importante asegurarnos de que los datos estén en el formato adecuado. Podemos cambiar el formato de las fechas y los números de ventas a través de las opciones de formato en Excel.

**Pasos para convertir un texto en columnas en Excel:
**

  1. Abre el archivo de Excel que contiene el texto que deseas convertir en columnas.

  2. Selecciona la celda o rango de celdas que contienen el texto que deseas dividir en columnas.

  3. Haz clic en la pestaña “Datos” en la barra de herramientas de Excel.

  4. En el grupo “Herramientas de datos”, haz clic en el botón “Texto en columnas”. Se abrirá el Asistente para convertir texto en columnas.

  5. En la primera pantalla del asistente, selecciona la opción “Delimitado” si el texto está separado por algún carácter específico, como una coma, punto y coma, tabulación, etc. Si el texto tiene una estructura fija en cuanto a la longitud de cada campo, selecciona la opción “Ancho fijo”.

  6. Haz clic en el botón “Siguiente” para avanzar al siguiente paso del asistente.

  7. En el segundo paso del asistente, selecciona el carácter delimitador que separa el texto en las columnas. Puedes elegir una opción predeterminada o especificar un carácter personalizado.

  8. A medida que seleccionas un carácter delimitador, verás una vista previa de cómo se dividirá el texto en columnas en la ventana de vista previa del asistente. Asegúrate de que la vista previa muestra la división correcta del texto en las columnas.

  9. Haz clic en el botón “Siguiente” para avanzar al siguiente paso del asistente.

  10. En el tercer paso del asistente, puedes seleccionar el formato de datos para cada columna. Por ejemplo, si una columna contiene fechas, puedes seleccionar el formato de fecha correspondiente.

  11. Si deseas especificar el formato de una columna en particular, selecciona la columna en la vista previa y luego elige el formato adecuado en la lista desplegable “Formato de columna”.

  12. Haz clic en el botón “Finalizar” para completar el asistente y convertir el texto en columnas según las opciones seleccionadas.

  13. Excel dividirá el texto en las columnas correspondientes y mostrará los resultados en las celdas seleccionadas.

para los que todavia no han podido cambiar el punto(.) por la coma (,) puede hacerlo directamente en reemplazar y automaticamente se cambia.

buen dia, lo primero es en la primera fila seleccionar y ponerlo ancho fijo. asi me funciono

FELIZ TARDE, ACA EL RESULTADO DE MI PRIMER EJERCICIO

Hola



Listo.

![](https://static.platzi.com/media/user_upload/image-2d941817-873e-4517-950e-f2200736ae53.jpg) Estuvo interesante el ejercicio.
Para poder cambiar los puntos (.) a coma (,), apreté "ctrl" + "L", donde se abrió la ventanilla para reemplazar, ahí puse lo que quería hacer, y finalmente seleccioné " Reemplazar todos". Una vez hecho esto logré cambiar el formato para que quedara como el vídeo de la clase.![](https://static.platzi.com/media/user_upload/image-1388c69d-e65d-41fe-9515-73bb922d4855.jpg) ![](https://static.platzi.com/media/user_upload/image-c03f4398-752c-475f-8080-a332521a3c7b.jpg)
Buenos días porque no me admite el formato de contabilidad con cero digitos ![](https://static.platzi.com/media/user_upload/image-e51eeeeb-8a60-4b5a-a55e-881265bdaf5b.jpg)![]()
Para el ejercicio de Ventas por tienda. elimine manualmente los espacios entre tienda y el numero de tienda. Después aplique por espacio el convertidor de texto a columna. ![](https://static.platzi.com/media/user_upload/imagen-97306ce5-44ad-48c7-a4b1-0f92debcaad4.jpg)
Hola, buenos días. Aquí están los ejercicios Ventas por tienda: ![](https://static.platzi.com/media/user_upload/image-d7722694-c5e9-49f3-acd7-4c4b15a76621.jpg) Gastos Mensuales: ![](https://static.platzi.com/media/user_upload/image-c8bcd062-635c-423e-8aa9-8d5000c8f710.jpg)
para cambiar el punto por una coma, pues en algunas configuraciones el punto no deja que la información sea leida como numero, deben seleccionar todo, y presionar CTRL+B en reemplazar, reemplazan . por , y le dan en reemplazar todo.

Otra Forma de reemplazar los puntos (.) por las comas (,) para que el formato te deje aplicar, (Formato de contabilidad) es hacerlo por la opción buscar y reemplazar. Te doy el paso a paso. Ctrl + B. en el cuadro que te aparece das la opción reemplazar. En la palabra buscar pones . y en remplazar con pones , y le das reemplazar todo.

El resultado quedo así:

PARA LOS QUE USAN COMA COMO SEPARADOR DECIMAL:
antes de empezar a hacer lo que dice Ana, se puede usar la opcion reemplaar.
Se encuentra en la venta inicio vamos a la lupa que es la parte derecha de la cinta y ahi esta la opcion reemplazar.

Me quedo asi:

Así quedaron mis otras dos hojas

Este ejercicio me gusto mucho. Aprendi a diseñar mis tablas como quiero. Aqui les comparto el diseño que hice. ![](https://static.platzi.com/media/user_upload/TABLA%201-d2a38fb5-a1a1-4c56-9b0d-2a3af4f53f91.jpg) ![](https://static.platzi.com/media/user_upload/TABLA%202-dc2f5aed-4eaf-4212-8475-16442a1d3414.jpg) ![](https://static.platzi.com/media/user_upload/TABLA%203-113aa4d0-27bf-4e53-96d8-697bb98017e1.jpg) ![](https://static.platzi.com/media/user_upload/TABLA%204-49344e80-fee9-4d8e-a885-5bd46ab15dd7.jpg)
![](https://static.platzi.com/media/user_upload/image-f23a4999-dd8f-4e63-aa85-3af6cd69fe2c.jpg)
![](https://static.platzi.com/media/user_upload/image-96cb385f-1b68-4c3d-aa2c-b449e0b88d9e.jpg)![](https://static.platzi.com/media/user_upload/image-54ad0c28-4039-4a7e-88c5-05b42774bc01.jpg)
Existe una forma de remplazar a la vez dos símbolos? Me pasa que en algunos archivos bajados las cifras aparecen asi 2,345.00, el miles con coma y las decimas en . por lo que no me deja tomar formato numero y hacer el cambio manual es tedioso
Así luce la pestaña de gastos mensuales: ![](https://static.platzi.com/media/user_upload/image-bf6363df-d6e8-4e6f-af18-2addd0848b26.jpg)
Para subir una planilla en Excel, primero asegúrate de que tu archivo esté en un formato compatible (como .xlsx o .csv). Si estás trabajando en una plataforma como Google Drive o Dropbox, simplemente arrastra el archivo a la carpeta o usa la opción "Subir" en el menú. En el caso de utilizar Excel Online, puedes abrir Excel y elegir la opción "Cargar desde el equipo". Recuerda que, al subir, la planilla debe estar limpia y bien organizada para facilitar su uso.
no sirve tengo que escribir los numeros para que aparezca el signo pesos
`solo me aparecen con el signo pesos los que tienen zero`
Así me quedó el de gastos mensuales ![](https://static.platzi.com/media/user_upload/image-6891b419-65db-465b-84c3-d9d7c3be2c49.jpg)
![](https://static.platzi.com/media/user_upload/image-795d4b98-6afc-42a0-89a9-c3c2a817ff09.jpg) ![](https://static.platzi.com/media/user_upload/image-2223a389-8c93-48dc-ab29-a15ff8cfb582.jpg)
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) 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)
trucos útiles para la función **Texto a Columnas** en Excel que te ayudarán a aprovecharla al máximo: ### 1. **Separar texto por delimitadores comunes**: * Si tienes datos separados por comas, espacios, tabulaciones u otros símbolos, usa la opción **Delimitado**. Solo selecciona el delimitador correcto y Excel hará el trabajo por ti. * **Truco**: Puedes usar varios delimitadores a la vez. Por ejemplo, si tu texto está separado por comas y espacios, selecciona ambos. ### 2. **Fijar ancho de columnas**: * Usa la opción **Ancho fijo** si tus datos tienen una estructura repetitiva en cuanto al número de caracteres, como códigos postales o números de cuenta. Excel cortará el texto en los lugares que determines. * **Truco**: Desliza los delimitadores manualmente para hacer ajustes precisos. ### 3. **Convertir fechas en formatos específicos**: * Cuando importas fechas, a veces vienen en formato incorrecto. Utiliza "Texto a Columnas" para forzar que Excel las interprete correctamente. * **Truco**: En el último paso, selecciona la columna de fecha y elige el formato adecuado (como DMY o MDY). ### 4. **Eliminar espacios innecesarios**: * Si tienes textos con espacios adicionales al inicio o al final, "Texto a Columnas" puede ayudarte a limpiar esos datos. * **Truco**: Después de usar la función, combina con **=ESPACIOS(A1)** para eliminar cualquier espacio que quede dentro de la celda. ### 5. **Convertir números formateados como texto**: * Si tienes números que están almacenados como texto, usa "Texto a Columnas" sin aplicar ningún delimitador. Excel automáticamente los convertirá en números. * **Truco**: Aplica esta técnica para eliminar errores comunes al trabajar con datos importados. ### 6. **Dividir correos electrónicos o nombres completos**: * Usa "Texto a Columnas" para separar correos electrónicos en nombres de usuario y dominios, o para dividir nombres completos en nombres y apellidos. * **Truco**: Si tienes datos complejos, primero usa **=EXTRAE** o **=IZQUIERDA/DERECHA** para hacer divisiones personalizadas y luego aplica "Texto a Columnas". ### 7. **Validar y previsualizar antes de finalizar**: * Antes de confirmar la separación, asegúrate de revisar la previsualización en el paso 3 del asistente para evitar errores. * **Truco**: Si el resultado no es lo que esperabas, puedes cancelar y ajustar los delimitadores sin afectar tus datos originales. ¡Con estos trucos podrás dominar la función **Texto a Columnas** y manejar tus datos como todo un analista experto! 🎯
Hola compañeros, ¿Cómo puedo separar la información de una Celda por mayúsculas?
![](https://static.platzi.com/media/user_upload/image-9c4f7d70-a863-435d-8840-bc4c3056addc.jpg)
Gracias por los ejercicios de puntos y comas en las decimales nos acordamos de prestar atención al detalle. Lo pequeño hace realmente la diferencia. Es como cuando en el colegio teníamos que poner la calculadora en radianes.
![](https://static.platzi.com/media/user_upload/image-6c4ed7c4-504f-48f2-8c25-9f7be39b52ad.jpg)
Me encanto esta clase, pues ya había tenido problemas para manejar este tipo de información, y no supe como pasarlo de texto a columnas. :) Pero ahora ya lo sé.✨
![](https://static.platzi.com/media/user_upload/image-f742c082-6faa-4e39-9cb4-74e275c6a348.jpg)![](https://static.platzi.com/media/user_upload/image-847adfd1-9de6-46c7-a156-532560cd34a1.jpg)
![](https://static.platzi.com/media/user_upload/image-4f7701f0-d5b8-4443-9c77-bae8bd2e9c13.jpg)
![](https://static.platzi.com/media/user_upload/image-7fac0252-5716-4630-af5c-255537a4a3fa.jpg)
![](https://static.platzi.com/media/user_upload/image-3b022972-a70a-461e-85d5-4d37185e126a.jpg) ![](https://static.platzi.com/media/user_upload/image-1b5fc6ba-27ec-429e-a612-95e98cd523e3.jpg)
![](https://static.platzi.com/media/user_upload/image-4fde809c-0f90-44b5-943f-6c2ea78da6e0.jpg) Para el caso de los puntos y las comas en Gastos Mensules, yo lo solucioné con (control B, y ahí está la opción de reemplazar y se le da reemplazar todos los puntos por comas y yá. Eso se puede hacer antes o después del ejercicio. ![](https://static.platzi.com/media/user_upload/image-14ddfbd1-53e2-440a-bab7-da1f457d7338.jpg)
![]()![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-23%20203824-6c85cfc6-ed13-4759-ad64-1fd769348f52.jpg)![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-23%20203807-a6457e6f-7a95-4e1d-8116-767b01fa7181.jpg)
`Los aportes y comentarios de los compañeros en esta sección son la cosa mas útil del curso. Los tkm <3`
```js ``` ```js ``` ![]()![](https://static.platzi.com/media/user_upload/imagen-b01507d9-8c61-4ebb-ac5e-d1ef9c3212b1.jpg)![](https://static.platzi.com/media/user_upload/imagen-4c5f14cd-7974-4e1e-9676-e61ecd303110.jpg)![](https://static.platzi.com/media/user_upload/imagen-b1b14d23-9c1e-458d-b744-7f197bceafc7.jpg)
![]()![](https://static.platzi.com/media/user_upload/imagen-cec5c099-9a68-4f91-b1d3-1c88ef3ebf0d.jpg)
Por favor califiquen mi trabajo.. ```js ```![]()
```js Por favor califiquen mi trabajo... ```![](https://static.platzi.com/media/user_upload/imagen-3ccd50d1-a0e5-437a-8d40-b0c6f056595e.jpg)
Excelente Herramienta en el caso de ventas x tienda se debe utilizar texto en columnas por delimitados y de ancho fijo. ![](https://static.platzi.com/media/user_upload/image-bfa250a9-729b-4039-b8fc-bcf97cd09635.jpg) Y en la hoja de Gastos mensuales sólo se utiliza para separar texto en columnas por delimitados ![](https://static.platzi.com/media/user_upload/image-384eee79-2bbb-4b1c-b636-7bcc9edb87e9.jpg)
![](https://static.platzi.com/media/user_upload/image-c3ddcc3f-5e54-4431-a7f4-8b0f4888786b.jpg)![](https://static.platzi.com/media/user_upload/image-85a23ad0-30f0-436a-bcfb-54330eb6943c.jpg)
![](https://static.platzi.com/media/user_upload/image-fd743536-703d-4e7e-930c-6f634fb1ca2e.jpg)
![](https://static.platzi.com/media/user_upload/image-5549fba0-285d-43f0-94e9-4b865fcdc0f2.jpg)
1. Me esta gustando mucho el curso, excelente explicacion
Para los que como yo hace uso de excel online, les comparto la ubicación del boton para texto a columnas.![](https://static.platzi.com/media/user_upload/image-f09069fc-980b-448b-89c9-b413063a29ec.jpg)
![](https://static.platzi.com/media/user_upload/image-9a266185-edfe-4713-9e10-533d5a0e097d.jpg)
super he podido realizar todo gracias a todos por sus comentarios y sus explicaciones he podido aprender mucho para poder realizar así todo lo visto. ya pude realizar los gastos mensuales. ![](https://static.platzi.com/media/user_upload/image-2d83acdf-db87-4dac-b296-33b05c7bedc2.jpg)
listo ya pude realizar las ventas por tienda. ![](https://static.platzi.com/media/user_upload/image-376ffa21-bdf1-4923-b830-7e68e203c159.jpg)
listo realizado el otro paso, vamos a ver si se puede los tres siguientes... ![](https://static.platzi.com/media/user_upload/image-3e1794fe-9547-4552-9a46-23117c90012c.jpg)
gracias a todos los que en verdad dan información de lo que se realiza, ya pude realizar una parte del taller, que fue de mucha ayuda sus opiniones, pude arreglar lo de el formato de numero y contabilidad. ![](https://static.platzi.com/media/user_upload/image-e8664aef-82de-4199-91c6-56ce7ec36bc4.jpg)
![](https://static.platzi.com/media/user_upload/image-f0d1db1e-3f2e-416b-94df-d4089571941e.jpg)
al momento de realizarlo se hizo correctamente, pero los calores de las ventas que no son 0 me aparecen al lado izquierdo y no al lado derecho de la celda.
lo realice así ![](https://static.platzi.com/media/user_upload/image-f296dfd7-68b6-4233-8ee2-0efbb69d4055.jpg) ![](https://static.platzi.com/media/user_upload/image-c5d17edd-bd9f-456b-aefd-0c6205280c25.jpg)
gastos mensuales![](<Mes Enero Febrero Marzo Abril Mayo Renta $ 9.280,00 $ 9.280,00 $ 9.260,00 $ 9.280,00 $ 9.280,00 Etiquetas $ 2.336,08 $ - $ 2.397,68 $ 2.908,12 $ 3.887,16 Internet $ 550,00 $ 550,00 $ 550,00 $ 550,00 $ 550,00 Flete pedido $ 2.433,36 $ 2.684,08 $ 2.240,00 $ 2.628,00 $ 2.623,50 Redes sociales $ - $ 2.500,00 $ 2.500,00 $ 2.500,00 $ 2.500,00 Sistema $ - $ - $ 660,75 $ 660,75 $ 660,75 Sueldos $ 13.100,00 $ 13.050,00 $ 15.760,00 $ 17.432,00 $ 15.620,00 Otros gastos $ 305,00 $ 381,56 $ 62,50 $ 818,50 $ 700,00 Mantenimiento $ 152,00 $ 119,50 $ 290,00 $ 917,00 $ 354,50 >)![](<Mes Enero Febrero Marzo Abril Mayo Renta $ 9.280,00 $ 9.280,00 $ 9.260,00 $ 9.280,00 $ 9.280,00 Etiquetas $ 2.336,08 $ - $ 2.397,68 $ 2.908,12 $ 3.887,16 Internet $ 550,00 $ 550,00 $ 550,00 $ 550,00 $ 550,00 Flete pedido $ 2.433,36 $ 2.684,08 $ 2.240,00 $ 2.628,00 $ 2.623,50 Redes sociales $ - $ 2.500,00 $ 2.500,00 $ 2.500,00 $ 2.500,00 Sistema $ - $ - $ 660,75 $ 660,75 $ 660,75 Sueldos $ 13.100,00 $ 13.050,00 $ 15.760,00 $ 17.432,00 $ 15.620,00 Otros gastos $ 305,00 $ 381,56 $ 62,50 $ 818,50 $ 700,00 Mantenimiento $ 152,00 $ 119,50 $ 290,00 $ 917,00 $ 354,50 >)
Gastos mensuales```js Mes Enero Febrero Marzo Abril Mayo Renta $ 9.280,00 $ 9.280,00 $ 9.260,00 $ 9.280,00 $ 9.280,00 Etiquetas $ 2.336,08 $ - $ 2.397,68 $ 2.908,12 $ 3.887,16 Internet $ 550,00 $ 550,00 $ 550,00 $ 550,00 $ 550,00 Flete pedido $ 2.433,36 $ 2.684,08 $ 2.240,00 $ 2.628,00 $ 2.623,50 Redes sociales $ - $ 2.500,00 $ 2.500,00 $ 2.500,00 $ 2.500,00 Sistema $ - $ - $ 660,75 $ 660,75 $ 660,75 Sueldos $ 13.100,00 $ 13.050,00 $ 15.760,00 $ 17.432,00 $ 15.620,00 Otros gastos $ 305,00 $ 381,56 $ 62,50 $ 818,50 $ 700,00 Mantenimiento $ 152,00 $ 119,50 $ 290,00 $ 917,00 $ 354,50 ```![](https://static.platzi.com/media/user_upload/image-f709b015-f55b-4dbc-ac9f-58ff30645202.jpg)
![](https://static.platzi.com/media/user_upload/image-16bdffcd-dc33-4c66-86d3-470c5290fc87.jpg)![](https://static.platzi.com/media/user_upload/image-75e74279-4a76-48aa-9298-a7b957332506.jpg)
Texto en Columnas con el Signo $![](https://static.platzi.com/media/user_upload/image-96b93ccc-7d57-4749-b3d5-69f10c0ddaea.jpg)![](https://static.platzi.com/media/user_upload/image-d7b8bdbe-d26c-48da-8ede-c74a2b45a90e.jpg)
Adjunto información de Texto en Columnas ![](https://static.platzi.com/media/user_upload/image-aa4d5024-b5cf-4f16-bbe5-7fbb5cf5f7f2.jpg)![](https://static.platzi.com/media/user_upload/image-b6d97b4d-8fc1-417b-81e8-46e6c8d2f6cf.jpg)![](https://static.platzi.com/media/user_upload/image-19c59759-90bb-499f-93c2-b0a4445bdf25.jpg)
Hola ![](https://static.platzi.com/media/user_upload/image-69a5c8da-c91d-4c6e-9834-8dfc630de6cc.jpg)
```js Buen día Anexo ejercicio de texto a columnas muchas gracias por todos sus aportes y explicacones. ``` ![](https://static.platzi.com/media/user_upload/image-5ae075da-0aa8-4dcb-9daf-42ba43412852.jpg)
![](https://static.platzi.com/media/user_upload/GASTOS%20MENSUALES-6e5e4700-1132-4b93-a693-6ce68d953bec.jpg)
![](https://static.platzi.com/media/user_upload/VENTAS%20X%20TIENDA-04351591-b941-40e6-aa6c-6db27c8dc172.jpg)
Ventas x tienda ![](https://static.platzi.com/media/user_upload/image-7ead0646-96de-44fa-b589-d4309f364fc5.jpg) Gastos mensuales ![](https://static.platzi.com/media/user_upload/image-b32f3bc4-5c7c-4cb2-8f07-ce11fc69b733.jpg)
![](https://static.platzi.com/media/user_upload/image-a13a67f4-db3d-4b3a-92a8-c015173c98f5.jpg)
![](https://static.platzi.com/media/user_upload/image-669f374f-328c-461c-8c8f-8a85430bcd77.jpg)![]() Asi me quedo la tabla del ejercicio
![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-04-29%20185039-581cd5b5-727f-465a-906f-a795c2e55745.jpg)
Excelente clase!!! ![](https://static.platzi.com/media/user_upload/image-904cc5fb-ae22-49c8-82ef-212902f04996.jpg)
buenas tardes, envio actividad de la clase ![]()![](https://static.platzi.com/media/user_upload/image-14f51354-0a21-49be-b229-79d98f889dd2.jpg)
Así quedó mi tabla![](https://static.platzi.com/media/user_upload/image-34f62268-35cf-4740-9a26-dff96e65b623.jpg)
![](https://static.platzi.com/media/user_upload/image-17b2196c-3e07-4c08-afa0-43382ef68c62.jpg)ventas x tienda: solo le puse espacios en los nombres de las tiendas y los 0 y decimales restantesde cada fraccion de abajo no se me quitaron no se si sea algo de mi excel
Magnifica las opciones y herramientas que Excel nos regala para poder administrar y disminuir tiempos en trabajos de información de base de datos. ![](https://static.platzi.com/media/user_upload/image-3b0968bf-590d-464b-9b98-128348e2ee5f.jpg)
![]()![](https://static.platzi.com/media/user_upload/image-f80a9930-fe67-4b29-89b2-6718aa66c73b.jpg) ![]()![](https://static.platzi.com/media/user_upload/image-830ad673-2584-4c4b-b05b-a2d92bef0d05.jpg)
![](https://static.platzi.com/media/user_upload/Texto_columna1-6e5ba88b-44ad-421a-87b9-e87c40dc10ee.jpg) ![](https://static.platzi.com/media/user_upload/Texto_columna2-40036e2b-40ca-434c-8b82-7c9d2e0d1294.jpg) ![](https://static.platzi.com/media/user_upload/Texto_columna3-c5a0b60b-5c18-4ccf-aeac-52009bfc0d0b.jpg) ![](https://static.platzi.com/media/user_upload/Texto_columna4-5f1288a2-6870-46da-848c-5249ddfe2508.jpg)
Así quedaría la de ventas por tienda: ![](https://static.platzi.com/media/user_upload/image-cfeeec6f-3db1-454b-9d6f-e4edd3791eb1.jpg) Y así la de gastos mensuales: ![](https://static.platzi.com/media/user_upload/image-2b5b78d1-e604-45e6-befd-1870a9784318.jpg)