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)
Operadores relaciónales y lógicos
Los operadores relaciónales y lógicos de C, ordenados de mayor a menor
prioridad son:
Los operadores relaciónales y lógicos tiene menor prioridad que los operadores aritméticos antes descritos, así , escribir 10>3+9 es equivalente a escribir 10>(3+9).
Operador de asignación
El lenguaje C, a diferencia de otros lenguajes tales como Pascal, no diferencia
la asignación de cualquier otro operador del lenguaje. Para C, la asignación es un
operador, el llamado operador asignación (=), el cual posee la prioridad más baja de
todos los operadores. Es por ello que en C podemos escribir expresiones del tipo:
if ((c=a*b)<0) /* if es la comprobación condicional de C, que se vera con posterioridad */
Esta expresión asigna a la variable c el valor de a*b y devuelve su valor para
compararlo con el valor constante 0. Los paréntesis son necesarios pues el operador
asignación tiene la prioridad mas baja de todos los operadores.
Operador sizeof.
El operador sizeof es un operador en tiempo de compilación. El operador sizeof
devuelve el tamaño de una variable o tipo de dato durante la compilación, no durante la
ejecución del programa. Veamos algunos ejemplos:
sizeof(int) devuelve el valor 2 en los sistemas operativos de 16 bits y 4 en los de
32 bits.
Si tenemos:
char a[20], sizeof(a) devuelve el valor 20;
y si tenemos:
float a[6],
sizeof(a) devuelve el valor 24 (4*6).
Operadores sobre bits.
El lenguaje C posee operadores que actúan a nivel de bits sobre los datos, estos
operadores son:
Los operadores &, | y ^ actúan sobre dos operandos, mientras que ∼ ,<< y >>
actúan sobre un solo operando. Veamos su actuación sobre dos valores cualquiera:
Donde los números que acompañan a los operadores << y >> indican cuantas
posiciones se desplaza el operando. La prioridad de los operadores sobre bits es:
- El operador ∼ tiene la misma prioridad que los operadores ++ y .--.
- Los operadores << y >> tienen la prioridad situada entre los operadores aritméticos y los operadores relaciónales y lógicos.
- Los operadores &, ^ y | tienen la prioridad situada entre los operadores relaciónales y los operadores lógicos (&& y ||).
El operador ? / ternario
El operador ? se usa para reemplazar las sentencias if/else (que veremos con
posterioridad) de formato general:
if (condición)
expresión;
else
expresión;
Donde expresión debe ser una expresión sencilla y no otra sentencia de C.
El operador ? es un operador ternario cuyo formato general es:
Exp1 ? Exp2 : Exp3;
Donde Exp1, Exp2 y Exp3 son expresiones.
El operador ? evalúa la expresión
Exp1, si es cierta se evalúa Exp2 y si es falsa se evalúa Exp3. Veamos algunos
ejemplos:
int x,y;
y=(x>10) ? 100 : 200;
Asignara el valor 100 a y si x es mayor de 10, y el valor 200 en caso contrario.
int t;
(t) ? f1(t)+f2() : printf(“t vale cero”);
Ejecutara las funciones f1() y f2() si t es distinto de cero, y la función printf si t
vale cero.