3
這是我的階乘方法:遞歸階乘方法返回一些負數
public static long factorial(int num1) {
if (num1 <= 1)
return 1;
else
return num1 * factorial(num1 - 1);
}
而這就是調用這個遞歸階乘方法:
for (i = 0; i <= 25; i++)
System.out.printf ("%d != %,d\n", i, factorial (i));
到目前爲止好,輸出似乎是正確的第一,但一些階乘是負的,而不是正:
OUTPUT:
0 != 1
1 != 1
2 != 2
3 != 6
4 != 24
5 != 120
6 != 720
7 != 5,040
8 != 40,320
9 != 362,880
10 != 3,628,800
11 != 39,916,800
12 != 479,001,600
13 != 6,227,020,800
14 != 87,178,291,200
15 != 1,307,674,368,000
16 != 20,922,789,888,000
17 != 355,687,428,096,000
18 != 6,402,373,705,728,000
19 != 121,645,100,408,832,000
20 != 2,432,902,008,176,640,000
21 != -4,249,290,049,419,214,848
22 != -1,250,660,718,674,968,576
23 != 8,128,291,617,894,825,984
24 != -7,835,185,981,329,244,160
25 != 7,034,535,277,573,963,776
21,22和24是負的,這是爲什麼噸他的發生?這是一種「除以0」的悖論嗎?
出於完整性:在'long'最大的階乘配件是20! –