VIRUS OUTBREAK

文章目錄

• • 題目描述
  • 輸入描述:
  • 輸出描述:
  • 題解：
  • 代碼：

題目描述

The State Veterinary Services Department recently reported an outbreak of a newly found cow disease. All cows found to have affected by the disease have since euthanized because of the risk to the industry. Number of affected cows increased to 21, 34 and reached 55 after eight, nine and ten hours respectively.
You have been assigned by the authority to study the pattern of the outbreak and develop a program to predict the next number of affected cows so that the authorities could prepare and act accordingly.

輸入描述:

Input will consist of a series of positive integer numbers no greater than 490 each on a separate line represent the hours. The input process will be terminated by a line containing -1.

輸出描述:

For each input value, the output contains a line in the format: \text { Hour } \mathbf{X}: \mathbf{Y} \text { cow(s) affected } Hour X:Y cow(s) affected , where \mathbf{X}X is the hour, and \mathbf{Y}Y is the total affected cows that need to be euthanized based on the hour given by \mathbf{X}X.

輸入

1 4 6 11 -1

輸出

Hour: 1: 1 cow(s) affected Hour: 4: 3 cow(s) affected Hour: 6: 8 cow(s) affected Hour: 11: 89 cow(s) affected

題解：

直接看樣例就不難看出是求斐波那契數列，再一看數據范圍，果然是大數的斐波那契數列，我拿出珍藏的java版的斐波那契數列，java對寫大數加減等這方面有得天獨厚的優勢
但是爺就想用c++來寫咋辦？
要知道300的斐波那契數列是222232244629420445529739893461909967206666939096499764990979600
longlong也存不下，那怎么辦？我們就用數組來存數，就是一位一位的存，然后我們手寫模擬加法過程，前兩位相加等于第三位，記得考慮進位情況

代碼：

#include <stdio.h> #include <string.h> #include<bits/stdc++.h> using namespace std; int a[1005][1005]; int main() {int T;int n;while(cin>>n){if(n==-1)break;int c;int d=0;memset(a,0,sizeof(a));a[1][0]=1;a[2][0]=1;//第一個和第二個數要先保存下來 for(int i=3;i<=n;i++)//從第三個數開始都是等于前兩個數的和 {c=0;//保存余數 for(int j=0;j<=d;j++){a[i][j]=a[i-1][j]+a[i-2][j]+c;//計算結果 c=a[i][j]/10;//將其他的數進位 a[i][j]%=10;//將大于10的數要余數 }while(c!=0)//最后一位要是大于10，需要進位，并且最高位也需要加1！ {a[i][++d]=c%10;c/=10;}}printf("Hour: %d: ",n);for(int i=d;i>=0;i--)//輸出需要求的數的所有的位所有的值！ {printf("%d",a[n][i]);}printf(" cow(s) affected\n");}return 0; }

總結

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