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Fórmula anidada de índice + coincidir

16/22
Recursos

Aportes 319

Preguntas 13

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Que gran clase…no se me ocurrió una mejor manera de hacer dinámico la búsqueda de datos.

Solución del ejercicio:

### **Uso de índice y coincidir** En nuestro archivo de ventas, utilizamos la hoja de gastos mensuales. Recordamos que con coincidir podíamos determinar la posición de un valor dentro de un rango, y con índice podíamos extraer información a partir de esa posición. ### **Validación de datos** Para facilitar la selección de datos, utilizamos la validación de datos para crear menús desplegables tanto para los conceptos como para los meses. 1. **concepto:** seleccionamos todos los conceptos de gasto para el menú desplegable. 2. **mes:** seleccionamos los meses para el menú desplegable. ### **Fórmula anidada índice y coincidir** Utilizamos una fórmula anidada de índice y coincidir para extraer la información deseada de nuestra tabla. Aquí está cómo: * **matriz:** seleccionamos la matriz de datos desde la celda B2 hasta la F10. * **número de fila:** utilizamos coincidir para encontrar la fila correspondiente al concepto seleccionado. * **número de columna:** utilizamos coincidir para encontrar la columna correspondiente al mes seleccionado. ### **Fórmula final** La fórmula final que utilizamos fue la siguiente: less ÍNDICE($B$2:$F$10,COINCIDIR(J3,A2:A10,0),COINCIDIR(K3,B1:F1,0)) Esta fórmula combinaba la función índice con coincidir de manera anidada. Extraía el valor de la intersección entre el concepto seleccionado (J3) y el mes seleccionado (K3) dentro de nuestra tabla de datos.

Comparto ejercicio y fórmula:
.

.
La fórmula es: =INDICE($I$5:$L$13,COINCIDIR($B6,$H$5:$H$13,0),COINCIDIR($C6,$I$4:$L$4,0))
.

Muy clara la explicación y muy practica la formula.

=INDICE($I$5:$L$13;COINCIDIR(B6;$H$5:$H$13;0);COINCIDIR(C6;$I$4:$L$4;0))

Bueno se entiende pero hicieron un mal corte en la pantalla, las clases estaban bien hasta ahora.

Por favor, arreglar que la pantalla donde se muestra el excel sale cortada!

Buenos dias profe comparto mi ejercicio muy feliz con lo aprendido 😃

comparto ejercicio:

Me siento como un hacker jajaja, me salió perfecto!!!

Para los que tienen Libre office o English

_=INDEX( $I$7:$L$15, MATCH( B9, $H$7:$H$15, 0), MATCH( C9, $I$6:$L$6, 0))_>
habria querido poner la imagen pero no se copiar esta hoja como imagen y postearla aqui

Mi solución al ejercicio.

=INDICE($I$5:$L$13;COINCIDIR(B6;$H$5:$H$13;0);COINCIDIR(C6;$I$4:$L$4;0))

Lo de los menús desplegales me parece genial. La interactividad sinplifica mucho la búsqueda.

La ecuación de la fórmula anidada me quedó así:

=INDICE($G$6:$J$14,COINCIDIR(B12,$F$6:$F$14,0),COINCIDIR(C12,$G$5:$J$5,0))![Ejercicio_formula_anidada.png]
Que buena clase para aprender técnicas que te facilitan la vida! Si tu excel es en Ingles en vez de usar *Indice() o Coincidir()* usarás ***Index() y Match()***. Los argumentos son los mismos! ![](https://static.platzi.com/media/user_upload/image-358ec452-6627-42ed-b4f3-83580fb00332.jpg)

Estoy sumamente agradecida e impresionada de lo facil que es!!! El aprender hacer esto fue mi primer objetivo con este curso ❤️ Cada vez me doy cuenta que continuar mi desarrollo profesional con Platzi fue una excelente decision ! Me encanta 😃

parte de la formula se pierde en la pantalla, me gustaria ver la clase bien editada, plsssss!

Aquí los que andamos viendo este curso en 2025 🙋‍♀️
Aquí si ya toma más importancia, al anidar las 2 funciones, se puede buscar cualquier valor de una tabla, es más larga, pero a diferencia de **=BUSCARV(..)** donde el valor buscado si o si tiene que estar en la primera columna, con estas 2 funciones el valor puede estar en cualquier lado de la tabla. \- Cabe mencionar que en existe otra función que bien podría reemplazar el las funciones anidadas de índice y coincidir, que es **=BUSCARX(..)**. Pero esto no está en todas las versiones de Excel. ![]()![](https://static.platzi.com/media/user_upload/image-a13803a3-fb3e-4c00-a8c0-16af001106e6.jpg)

Hola,
comparto la fórmula que me funcionó:

=INDICE($I$5:$L$13;COINCIDIR(B9;$H$5:$H$13;0);COINCIDIR(C9;$I$4:$L$4;0))

😦 De las formulas que más me costó trabajo, me llevé un rato porque quise desmenuzarlo para comprenderlo y ya lo comprendí 😃
.

  • TEXTO(INDICE($I$5:$L$13,COINCIDIR(B6,$H$5:$H$13,0),COINCIDIR(C6,$I$4:$L$4,0)),“0%”)
  • INDICE($I$5:$L$13,COINCIDIR(B6,$H$5:$H$13,0),COINCIDIR(C6,$I$4:$L$4,0))
    .
    .

Me gustó mucho este ejercicio, aqui dejo mi respuesta.


les comparto el ejercicio con la fórmula,Usé validación de datos y fui filtrando los paises y plataformas y eligiendo datos

Chicos, les comparto la solución:

IMPORTANTE: al momento de colocar las matrices clickeen en F4 para que_ fijen las matrices_ y al momento de arrastrar no se ruede el rango. Háganlo con las 3 matrices: la de la fórmula ÍNDICE y las 2 matrices que están en las fórmulas COINCIDIR. Espero les ayude.

me pareció excelente la aplicación encuentro muy interesante el ejercicio de esta clase

Buen día: Comparto mis resultados para formula anidada de índice + coincidir: ![](https://static.platzi.com/media/user_upload/image-7560927e-e368-4381-bb29-a9c285e1fe17.jpg) Feliz noche
Comparto mis resultados: ![](https://static.platzi.com/media/user_upload/image-93e45394-3b7c-4e46-9ae5-2bcc51627ac0.jpg)
Asignación: `=INDEX($I$5:$L$13,MATCH(B6,$H$5:$H$13,0),MATCH(C6,$I$4:$L$4,0))` ![](https://static.platzi.com/media/user_upload/image-f476211b-cf50-4a40-8c92-ecc8da0a5476.jpg)
\=INDICE($I$5:$L$13;COINCIDIR(B6;$H$5:$H$13;0);COINCIDIR(C6;$I$4:$L$4;0))
![](https://static.platzi.com/media/user_upload/image-e556eb1a-fb3f-409b-96d1-8c20d857f948.jpg)
Acá si me quedó de lujo" ![](https://i.ibb.co/wC5Y6FD/coinidir-y-buscar-anidadas.png)
Ejercicio terminado: ![](https://static.platzi.com/media/user_upload/image-8c18ecef-b0cf-4fba-9c3c-65cd07819caa.jpg)
Por fin entendí el uso de estas fórmulas.
![](https://static.platzi.com/media/user_upload/image-ea67a2bb-6d47-415e-ac8e-3f88d14d1edd.jpg) Listo!, creo que con eso estamos xd p.d.: se me estaba olvidando el valor "0" para el valor exacto, hasta que me di cuenta que no me tomo bien la formula jsjsjs
![](https://static.platzi.com/media/user_upload/image-e9474b26-9a6b-498f-9e88-84d972e1da45.jpg)
![](https://static.platzi.com/media/user_upload/image-8ea5fbd4-d979-43df-850f-dfc76a0f63e2.jpg)
![](https://static.platzi.com/media/user_upload/image-45e8f6d9-b7b3-4b8e-b36f-877152451c03.jpg)**Esta es la Fórmula que use: =INDICE($I$5:$L$13;COINCIDIR(B6;$H$5:$H$13;0);COINCIDIR(C6;$I$4:$L$4;0))**
Adjunto mi solución usando adicionalmente XLOOKUP (BUSCARX) ![](https://static.platzi.com/media/user_upload/image-acd9f4bb-c5c2-4495-8aca-510956ecaf96.jpg)
Tengo que decir que yo raramente comento en los videos y me limito a aprender tratando de aplicar una que otra cosa que miro y amo que este video me dio la solución que buscaba desde hace mucho tiempo para seguir armando el inventario del negocio de mi señor padre, grandisimo video, me alegra muchisimo haber tomado este curso!
Es un buen avance de los ejercicios propuestos para poner a prueba el aprendizaje de este. ![](https://static.platzi.com/media/user_upload/TAREA-e0846fb5-41b6-4261-8f02-86536f5ede18.jpg)
Mi solución quedo de la siguiente manera: =INDICE($I$5:$L$13;COINCIDIR(B6;$H$5:$H$13;0);COINCIDIR(C6;$I$4:$L$4;0))
![](https://static.platzi.com/media/user_upload/image-af5bc4f9-353d-42b5-9d9d-58c7455b3dd2.jpg)
![](https://static.platzi.com/media/user_upload/image-b33bbad2-c5d8-41ea-8b1c-fd98decb4358.jpg)
![](https://static.platzi.com/media/user_upload/image-87df81a7-a02d-4f19-a8ca-ee02edaaa669.jpg)i did it
![](https://static.platzi.com/media/user_upload/image-c303f140-af88-4b52-9979-9e76586580f0.jpg) realizado!!!
\=+INDICE(Gastos\_mensuales\[\[Enero]:\[Mayo]],COINCIDIR(I3,Gastos\_mensuales\[Mes],0),COINCIDIR(I2,Gastos\_mensuales\[\[#Encabezados],\[Enero]:\[Mayo]],0))
Les traigo una pequeña mezcla con su respectivo grafico automático ajustado a una lista y con su formula ![](https://static.platzi.com/media/user_upload/image-a9fd3c73-f619-490a-ab65-a0218089fe79.jpg)
Funciona también incluyendo encabezados, sólo que al crear ambos "coincidir" se incluya la celda A1 en este caso ("Mes")
Mi aporte ![](https://static.platzi.com/media/user_upload/image-70f939ea-4b5f-4412-8a59-62aea4362beb.jpg)
Son herramientas muy poderosas, se debe practicar un poco mas pero lo logre ![](https://static.platzi.com/media/user_upload/image-2609e6b2-7966-4a71-a961-85cb30e143bb.jpg)
que practico ![](https://static.platzi.com/media/user_upload/image-0fc5a7a0-0b58-438e-a03c-9bebdbc8023e.jpg)
Al inicio me quedo mal porque estaba invirtiendo los datos Horizontales(Filas) con los Verticales(Columnas)👻 ![](https://static.platzi.com/media/user_upload/image-e6d929bd-f8bf-471d-ba03-699a9ef7290f.jpg)
![](data:image/png;base64,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)
Interesante, sin embargo, en mi opinión el índice+ coincidir es mas útil para hacer búsquedas verticales de derecha a izquierda donde el buscarv no funciona tan bien.
![](https://static.platzi.com/media/user_upload/image-8d10faa2-022a-44a9-9e11-103677a471bd.jpg)Lo hice de las dos formas, incluyendo todos los países ;)
WOW...![](https://static.platzi.com/media/user_upload/image-a64b186f-ac73-4f3c-80fd-43e283ccc3ef.jpg)
![](https://static.platzi.com/media/user_upload/image-ba3383de-285f-4a24-9a5f-f32b71f35464.jpg)Super Clase, lo mejor para la búsqueda de datos. Gracias Profesora
![](https://static.platzi.com/media/user_upload/image-85a7b5c5-2e08-4356-9a0a-12d9e7769426.jpg)
Buen día para todos Comparto el resultado al ejercicio en clase. ![](https://static.platzi.com/media/user_upload/image-f64a0529-70b7-4488-8f42-8140d7f35da7.jpg)
Comparto Solución del ejercicio, me gustaría saber ¿que beneficio tiene indice+coincidir sobre BuscarV+coincidir? ![](https://static.platzi.com/media/user_upload/image-426c860b-b6a1-4553-9a4e-4592b79c6f83.jpg)
asi me quedo bravazo ![](https://static.platzi.com/media/user_upload/image-56e96c3e-1e28-4b0f-881c-c83bf7eb2430.jpg)
Para usar el auto relleno y que no nos salte error, debemos usar la tecla rapido F4 (nos fijara una celda) asi cuando arrastremos nos saltara siempre la tabla fija \=INDICE($I$5:$L$13;COINCIDIR(B6;$H$5:$H$13;0);COINCIDIR(C6;$I$4:$L$4;0)) Quedaria de esta forma.
![image.png](https://prod-files-secure.s3.us-west-2.amazonaws.com/5ee98c1d-c166-4401-a29e-e9b29481f019/4d1e9c17-b39a-4a4d-8344-d474a5c85a2d/image.png)Las funciones ***ÍNDICE*** y ***COINCIDIR*** en Excel se utilizan juntas para buscar y recuperar datos de una tabla de manera dinámica: * **ÍNDICE:** Devuelve el valor de una celda específica en un rango dado. * **COINCIDIR:** Encuentra la posición de un valor en un rango. Combinadas, permiten buscar un valor en una tabla y devolver el dato relacionado en otra columna o fila. Salu2 ![](https://static.platzi.com/media/user_upload/image-7acf5818-358c-46e8-9099-dccd24c83dc7.jpg)
Así me quedó mi ejercicio, no tenia muy claro el uso de estas formulas, pero con este ejercicio me quedó claro. ![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-08-30%20180549-12c0de60-d700-4a0b-92db-70d83a0d391d.jpg)
Pude aplicar lo aprendido en el ejercicio. Contenta ![](https://static.platzi.com/media/user_upload/image-77a9126a-897c-43e2-a059-14c9bdd88de1.jpg)
Comparto ejercicio y formula, muchas gracias por la clase ![](https://static.platzi.com/media/user_upload/image-15381613-fab5-4fb9-8e7c-4580f81f43f1.jpg)
Mi ejercicio ![](https://static.platzi.com/media/user_upload/image-f607ce47-3146-499c-b5f8-c7f38f43405e.jpg)
![](https://static.platzi.com/media/user_upload/image-3805327f-f065-4ed5-9c11-3fd2a6ce5bdd.jpg) Listo
Hechooo! ![](https://static.platzi.com/media/user_upload/image-8c71bb79-1f69-4815-aef1-14aef926f8e7.jpg)
![](https://static.platzi.com/media/user_upload/image-4fafcae0-a06d-4389-a593-f23fbdb83d5a.jpg)
![](https://static.platzi.com/media/user_upload/image-1219cc8b-fcb8-4bfd-9717-a9e462dd4bba.jpg)
buenas tardes compañeros, esta es la formula que realicé para el primer pais y como la fije con f4 , solo tuve que copiarla para los demás paises. ![](https://static.platzi.com/media/user_upload/image-1a6348db-8717-403b-8c84-ee718e1b4dc8.jpg)
Respuesta al ejercicio de clase ![](https://static.platzi.com/media/user_upload/image-394c9435-0387-4cd7-852b-7a2deccf1de2.jpg)
![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-31%20193627-db90b56f-a34f-4443-9715-a412cc9ccf1d.jpg)![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-07-31%20193540-d847a8b0-668d-4fe0-b40d-fe7f3bb5a284.jpg)
YO LA VDD NO PUEDO CON ESTE EJERCICIO NI EL ANTERIOR, EN AMBOS CASOS ME SALE ERROR PESE A TENER LOS MISMO TEXTOS DEL RESTO DE MIS COMPAÑEROS. ME SALE UN AVISO QUE NO ME DEJA CONTINUAR
![](https://static.platzi.com/media/user_upload/image-46577bc1-de4a-41e1-bc46-a8b99fab530b.jpg)Recuerden fijar los rangos para no tener errores.
Esta es una opción directa con uso de formular y es importante aprender el sentido lógico de las formulas, pero considero que seria mas practico hacer una tabla dinámica para eso. ![](https://static.platzi.com/media/user_upload/image-d59f48f6-5274-4e44-87e1-7805f0c99cce.jpg)
Me pareció muy útil por que literalmente es usar a excel como una mini base de datos.
Aquí dejo mi resultado del ejercicio, fije las matrices porque al momento de copiar la formula se movieron los datos en la formula de COINCIDIR y por lo que puedo notar en los comentarios la mayoría hizo lo mismo. :) ![](https://static.platzi.com/media/user_upload/Indice%2BCoincidir-6a43dc15-9cb7-4851-b5de-a5fdd6f1e226.jpg)

Mi ejercicio resuelto 😄 Qué buena clase! Utilicé también las listas desplegables para hacer la búsqueda más dinámica😎📊

![](https://static.platzi.com/media/user_upload/Ejercicio10_IndiceCoincidir-886c24e8-7f1b-47dc-ab87-f763869aab96.jpg)
![](https://static.platzi.com/media/user_upload/imagen-4822f7fc-c493-41a9-8802-dc9ee1d0a932.jpg)
![](https://static.platzi.com/media/user_upload/image-39757d04-54d7-46fb-8cd2-a7c692271e71.jpg)
Mi resultado con la fornula ![](https://static.platzi.com/media/user_upload/image-76126ec6-7efb-4b6f-bed3-044763b6f6a8.jpg)
![](https://static.platzi.com/media/user_upload/image-3d11fd2e-dd4c-4455-b698-10002c32644c.jpg)
Mi respuesta con la formula. ![](https://static.platzi.com/media/user_upload/image-9bba30ab-0719-4175-9d8a-ba6b1a9c6adc.jpg)
Hola! dejo mi aporte ![](https://static.platzi.com/media/user_upload/image-54ac827b-003b-466c-9c0f-4702d2a63f48.jpg)![](https://static.platzi.com/media/user_upload/image-bea021cc-e5e6-49f0-88de-165747c8eb6d.jpg)
Me gusto el resultado y la forma en que se realizo el ejercicio. ![](https://static.platzi.com/media/user_upload/image-afab13a6-684c-45ed-9e56-4be30c3e44d4.jpg)
me sirve al momento de hacer ventas del dia y revisar las ventas del mes ![](https://static.platzi.com/media/user_upload/image-6f11e84f-ef79-4ed0-9535-a0bb088a23ed.jpg)
Yo agregué al inicio de la fórmula de la clase la de Si.error para que no marque "N/D" cuando aún no se ponen ambos criterios de búsqueda. Así me ahorro que me marque el error y se vea fea la fórmula ![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-06-01%20215238-4344deaa-8568-4172-91d6-beef5080755d.jpg)
Hola! Me costó mucho hacerlo pero después de intentarlo una y otra vez y analizar la lógica, lo logré :) ![](https://static.platzi.com/media/user_upload/image-9da96eed-8498-4791-bc35-7f033653d20f.jpg)
Que genial, ame esta clase!
En mi opinión es la herramienta aprendida mas útil de todo el curso! 💪💪
![](https://static.platzi.com/media/user_upload/anidadas%20indice%20y%20coincidir-b1a03f64-5f0a-404b-b073-4226f67db996.jpg) Me gustó esta función, se me hizo fácil de implementar y muy práctica.
![](https://static.platzi.com/media/user_upload/image-80b1b897-c7ed-4c9f-b5be-a5c892c5deb3.jpg) Asi me quedo la tabla Use la formula para la primera pregutna. \=INDICE($I$5:$L$13,COINCIDIR(B6,$H$5:$H$13,0), COINCIDIR(C6,$I$4:$L$4,0))
Hola Aquí la respuesta al ejercicio de esta clase ![](https://static.platzi.com/media/user_upload/image-e3c1ed3a-156a-4d90-8bc8-3cbbf33b5f9f.jpg)
![](https://static.platzi.com/media/user_upload/Captura%20de%20pantalla%202024-05-01%20212324-78b73dd4-de1d-4e0a-82ff-9e68ac559dff.jpg)
comparto el ejercicio y la formula ![](https://static.platzi.com/media/user_upload/image-1e184a8d-0c59-4964-b3b2-28405f4aac40.jpg)
![](https://static.platzi.com/media/user_upload/image-5932933f-179d-46c6-b261-514c674d64f0.jpg)
![](https://static.platzi.com/media/user_upload/image-c58c8f91-2c05-450d-bef7-e55a20607bff.jpg) La formula es la siguiente: \=INDICE($I$5:$L$13;COINCIDIR(B6;$H$5:$H$13;0);COINCIDIR(C6;$I$4:$L$4;0))