Object类可以接受引用类型
Object类是一切类的父类,所以Object类可以接受一切引用类型。连数组和接口对象也都可以接受。
1.接受数组
public class ObjectTest{
public static void main(String args[]){
Object obj = new int[] {1,2,3} ;
System.out.print(obj) ;
if(obj instanceof int []){
int data [] = (int []) obj ;
for(int x = 0 ; x < data.length ; x++){
System.out.println(data[x]) ;
}
}
}
}
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" alt="" />
2.接口
范例:
interface A{
public void funA() ;
}
class B implements A{
public void funA(){
System.out.println("Hello world") ;
}
}
public class ObjectTest{
public static void main(String args[]){
A a = new B() ;
Object obj = a ;
A t = (A) obj ;
t.funA() ;
}
}
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