一、.通过jdk自带reverse的方法。

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" alt="" />

二、如何写成Common直接调用。
1.将反转参数化方法
public class reverse {
//如何将数据abcdefg,进行返转输出
public static void main(String[] args) {
String a = "abcdefg";
StringBuffer b = new StringBuffer(a);
System.out.println(b.reverse().toString());
} //将反转参数化方法
public String reversePrint(String parameter){
StringBuffer b = new StringBuffer(parameter);
return b.reverse().toString();
}
}

2. 调用反转方法。

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" alt="" />

public class debug {
static Common c = new Common();
static reverse r = new reverse(); public static void main(String[] args) {
String parameter = "abcd";
String resultShow = c.reversePrint(parameter);
System.out.println(resultShow);
String s = "How are You";
String resultShow2 = r.reverse2(s);
System.out.println(resultShow2);
} }

三、通过自己写循环。 利用String.toCharArray()方法,将String转成一个char型数组,然后用数组遍历的方式从后向前遍历。

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" alt="" />

	public static String reverse2(String s){
int length = s.length();
String reverse = "";
for (int i = 0; i < length; i++) {
reverse = s.charAt(i) + reverse;
}
return reverse;
}

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