Java 第8章 循环结构进阶

    循环结构进阶

     什么是二重循环?
二重循环的执行顺序是什么?

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" alt="" />

 public class RTriAngle{
public staric void main(String[] arge){
int rows =5; //矩形行数
System.out.println("打印矩形图案");
for(int i=0;i<rows;i++){ //打印第 i 行
for(int j=0;j<rows;j++){ //打印第 i 个*号
System.out.print("*");
//内层循环控制打印*数目
}
System.out.print("\n"); // 换行
外层循环控制行数
} }
}
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