Las funciones, por su parte, son operaciones previamente predefinidas que realizan cálculos sencillos o complejos con los datos de celdas o de rangos de celdas.
Una función siempre forma parte de una fórmula, así, la función más común SUMA podría efectuar el cálculo de todas las celdas de un rango y para escribir esta fórmula pondríamos "=SUMA(B2:B20)" y si esta fórmula la introducimos en nuestra hoja de cálculo podríamos ponerla como "=SUMA(Habitantes)" ya que el nombre "Habitantes" es el que le dimos al rango B2:B20.
En OpenOffice Calc contamos con multitud de funciones que realizan por nosotros desde los cálculos más sencillos hasta complicadas y complejas operaciones. Si observanos detenidamente veremos que la función consta de dos partes, por un lado el nombre de la función y entre paréntesis los argumentos con los que realiza los cálculos correspondientes.
De todas estas funciones, cuando escribimos el signo igual, en el cuadro de lista Cuadro de nombres de la barra de herramientas Funciones, que vemos en la figura 8.12, nos muestra las cinco funciones más usadas
![](data:image/png;base64,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)
Figura 8.12. Barra de herramientas Funciones
Si observamos mientras estamos introduciendo una fórmula con o sin función veremos que el contenido va apareciendo en la barra de Funciones al mismo tiempo que en la celda activa, pero una vez concluida la fórmula, cuando hacemos clic en el botón Aplicar o pulsamos la tecla Entrar, la fórmula desaparece de la celda activa y en su lugar aparece el resultado, sin embargo la fórmula podemos seguir viéndola en la Línea de entrada.
Conociendo ya las fórmulas y las funciones llega el momento de realizar los cálculos en nuestra tabla utilizando para ello los datos que ya hemos introducido.
En la celda B21 colocamos la fórmula SUMA(Habitantes). Si colocamos bien los rangos de la práctica anterior esta fórmula utilizará la función SUMA para sumar el contenido de las casilla B2 a B20 que son las que tienen ese rango. Cuando hagamos clic sobre la tecla Entrar veremos que se realiza el cálculo automáticamente.
En la celda C21 colocamos SUMA(Cargo)
En la celda D21 colocamos SUM(Beneficio)
Nos vamos ahora a la celda E2 y en ella colocamos la siguiente fórmula: =D2-C2
Pulsamos la tecla Entrar para que se realice el cálculo.
Ahora volvemos a colocarnos en la celda E2 y veremos que el borde de dicha celda, además de mostrarse más grueso, en su esquina inferior derecha muestra un pequeño cuadradito negro (botón Copiar fórmulas y datos). Colocamos el puntero del ratón sobre él y se transformará en una cruz, hacemos clic y sin soltar arrastramos hasta la celda E20, como se muestra en la figura 8.13. Con ello hemos conseguido copiar la misma fórmula en todas las celdas sin tener que volver a escribirlas, y además se han ido actualizando los nombres de las celdas para que cada una sume los datos que le corresponden.
Seleccionamos ahora la celda F2 para colocar la fórmula: =(D2*1000)/B2
Pulsamos la tecla Entrar para que se efectúe el cálculo. Veremos que aparecen decimales. Ya veremos también como controlarlos.
Seleccionamos la celda F2 y copiamos las fórmulas hasta la F20.
Hacemos lo mismo en la celda G2 colocando la fórmula: =(C2*1000)/B2
Y en la celda H2 colocando la fórmula: =F2-G2
Vamos ahora a la celda E21 y hacemos clic sobre el icono Suma que aparece en el lugar del botón Cancelar tras seleccionar dicha celda. Veremos que automáticamente crea la fórmula =SUMA(E2:E20). Pulsamos la tecla Entrar y se realiza la suma.
En la figura 8.14 podemos ver cómo va nuestra hoja de cálculo con los datos y los cálculos que hemos realizado hasta el momento.
![](data:image/png;base64,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)
Las fórmulas constituyen el núcleo de cualquier hoja de cálculo, y por tanto de Excel. Mediante fórmulas, se llevan a cabo todos los cálculos que se necesitan en una hoja de cálculo. Las fórmulas se pueden utilizar para múltiples tareas: desde realizar operaciones sencillas, tales como sumas y restas, hasta complejos cálculos financieros, estadísticos y científicos. Las funciones permiten hacer más fácil el uso de Excel e incrementar la velocidad de cálculo, en comparación con la tarea de escribir una fórmula. Por ejemplo, se puede crear la fórmula =(A1+A2+A3+A4+A5+A6+A7+A8)/8 o usar la función =PROMEDIO(A1:A8) para realizar la misma tarea. Siempre que sea posible, es mejor utilizar funciones que escribir las propias fórmulas. Las funciones actúan sobre los datos contenidos en una celda o conjunto de celdas, de la misma forma que las fórmulas lo hacen sobre los números. Las funciones aceptan información, a la que se denominan argumentos, y devuelven un resultado. grupos de funciones que se encuentran disponibles son los siguientes: Funciones más recientemente utilizadas. Todas las funciones disponibles. Funciones Financieras.
Funciones para manejo de fechas y horas.
Funciones matemáticas y trigonométricas.
Funciones estadísticas.
Funciones de búsqueda y referencia.
Funciones para usar bases de datos.
Funciones para manipulación de texto.
Funciones lógicas.
Funciones para obtener información.