Datos, Operadores y Expresiones
3. Constantes
En C++ se pueden definir constantes de dos formas, ambas válidas para nosotros. La primera es por medio del comando #define nombre_constante valor y la segunda es usando la palabra clave const, veamos ahora cada una de estas formas en detalle.
La instrucción #define nos permite declarar constantes (y algunas cosas más) de una manera rápida y sencilla. Hay que tener en cuenta que al declarar constantes con #define debemos hacerlo despues de los #include para importar librerías pero antes de declarar nuestras funciones y demás. NO VA EL TIPO DE DATO.
La instrucción const nos permite declarar constantes de una manera más adecuada y acorde. Las constantes declaradas con const poseen un tipo de dato asociado (como debería ser siempre) y se declaran al interior de nuestro código como un tipo cualquiera. VA EL TIPO DE DATO.
Las constantes son muy similares a las variables, con la diferencia que éstas solo pueden tomar un valor en el momento de la declaración, luego cualquier intento de modificación será tomado como un error por parte del compilador. Las constantes NO cambian de valor en un programa, por eso son constante.
Por ejemplo:
La salida sería :
Se pide al alumnos observar y razonar sobre las distintas formas de declarar constantes en el código anterior.
Constantes "long"
Para trabajar con valores constantes "long" debemos usar el sufijo "L". Esto resulta conveniente, sobre todo, al utilizar las constantes en expresiones condicionales y, por coherencia, también en expresiones de asignación.
Esta sentencia hará que el compilador emita un error ya que no puede usar un tamaño mayor sin una indicación explícita.
Hay casos en los que los tipos "long" e "int" tienen el mismo tamaño, en ese caso no se producirá error, pero no podemos predecir que nuestro programa se compilará en un tipo concreto de compilador o plataforma.
Constantes "long long"
Para trabajar con valores constantes "long long" debemos usar el prefijo long long , sobre todo cuando esas constantes aparecen en expresiones condicionales o de asignación.
Constantes "unsigned"
Del mismo modo, cuando trabajamos con valores constantes "unsigned" debemos usar el prefijo unsigned en la declacración" para las mismas situaciones que hemos indicado
Constantes en punto flotante
En este último caso, cuando la constante de punto flotante se pueda confundir con un entero, debemos añadir el ".0".Para expresar constantes en punto flotante también podemos usar notación exponencial, por ejemplo:
El formato exponencial consiste en un número, llamado mantisa, que puede ser entero o con decimales, seguido de una letra 'e' o 'E' y por último, otro número, en este caso un número entero, que es el exponente de una potencia de base 10.
Los valores anteriores equivalen a:
- x = 10 x 104 = 100000
- y = 4,12 x 102 = 412
- pi = 3.141592 x 100 = 3.141592
La salida sería:
Constantes "double"
Constantes "long double"
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)
Constantes "char"
Las constantes de tipo "char" se representan entre comillas sencillas o simples , por ejemplo 'a', '8', 'F'.
Al igual que las variables, las constantes dependiendo del tipo van a usar mas o menos espacio en memoria.
La salida de este código sería: