int a = 1;
while(a < 5) {
System.out.println(a);//1,2,3,4
a++;
}
System.out.println(a);//5
执行的原理:先判断条件是否为真,如果为真执行循环语句,执行结束,再次判断,如果条件还是为真,则继续执行语句知道条件为加。
int b = 1;
do
{
System.out.println(b);/1,2,3,4
}
while (b < 5);
System.out.println(a);//5
执行的原理:先执行循环的语句,在进行判断,如果为真继续执行循环语句最终输出结果与while相同。
do{}while()与while(){}的区别do中的循环语句必定会先执行一次。whilte条件一开始为false时,一次都不会执行。
for(int i = 1;i< 5;i++) {
System.out.println(i);//1,2,3,4
}
System.out.println(i);//i 没有定义
变量的定义范围从定义变量的位置开始,到花括号的结束位置
for语句的执行顺序:
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" alt="" />
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