We need to find out the number of numbers with the following properties (including the natural number n of input). First, input a natural number n (n<=1000), and then deal with the natural number according to the following method: 1. do not do any treatment; 2. add a natural number to its left, but the natural number can not exceed half of the highest number of the original number; after 3., the number will continue to be processed until the natural number can not be added.
[input] the first row is a number T, which means that each group of data has one row after each T group data, and each row has a number of n.
[output] each group of data takes one line, one number, to represent the number of the number of conditions that satisfy the condition.
[input case] 16
[output example] 6
solved:
#include <stdio.h>
void main()
{
int i,c,a[1000],n,z,sum[1000],j,temp,m;
sum[0] = 0,sum [1] = 1;
printf("请输入数据组数:");
scanf("%d",&c);
printf("请输入数据:");
for(j=0;j<c;j++){
scanf("%d",&a[j]);
m=a[j];
n=a[j];
while(n>0) // 当n=0或小于0时,退出循环,此时所以位数都已取出
{
temp = n % 10;
n /= 10; // 将去掉n的最低位,次低位变为最低位
}
if(temp==1) printf("%d\n",temp);
else{
for(i=2 ; i <= m; i++)
{
z = sum[i/2] + 1;
sum [i] = sum[i-1] + z;}
printf("%d\n",sum[m] - sum[m-1]);
}}
}