题目例如以下:

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" alt="" />

代码例如以下:

package huawei;

import java.math.BigDecimal;

public final class Demo {

	/*
* 功能: 输入的基准字符串中统计指定字符出现的频率 字符串仅包含英文大写和小写字母和空格、逗号、点号 小数点后保留2位有效数字,第三位四舍五入
*
* 输入: String pString 输入的基准字符串 char c 指定的字符
*
* 返回: 输出指定字符出现的频率
*/ public static float getRateFromString(String pString, char c) { int num = 0;
char pChar[] = pString.toCharArray();
for (int i = 0; i < pChar.length; i++) {
if (pChar[i] == c) {
num++;
}
}
BigDecimal b = new BigDecimal((float) num / pChar.length);
float f1 = (float) b.setScale(2, BigDecimal.ROUND_HALF_UP).doubleValue();//保留两位小数 return f1;
} }

注意做除法时要先强制转换成float ,不然可能会丢失精度,也就不对了。另外,保留两位小数的方式有非常多种。

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