实验任务1
源代码
#include <stdio.h> #include <stdlib.h> #include <time.h> #include <windows.h> #define N 80 void print_text(int line,int col,char text[]); void print_spaces(int n); void print_blank_lines(int n); int main(){ int line,col,i; char text[N]="hi,April~"; srand(time(0)); for(i=1;i<=10;++i){ line=rand()%25; col=rand()%80; print_text(line,col,text); Sleep(1000); } return 0; } //打印n个空格 void print_spaces(int n){ int i; for(i=1;i<=n;++i){ printf(" "); } } //打印n行空白 void print_blank_lines(int n){ int i; for(i=1;i<=n;i++) printf("\n"); } //在第line行第col列打印一段文本 void print_text(int line,int col,char text[]){ print_blank_lines(line-1); print_spaces(col-1); printf("%s",text); }
回答问题:这个程序实现的功能是,做出字符小人跑的动画效果。
实验任务2
源代码1
//利用局部statuc变量的特性,计算阶乘 #include <stdio.h> long long fac(int n); int main(){ int i,n; printf("Enter n:"); scanf("%d",&n); for(i=1;i<=n;++i) printf("%d!=%lld\n",i,fac(i)); return 0; } //函数定义 long long fac(int n){ static long long p=1; p =p*n; printf("p=%lld\n",p); return p; }
源代码2
//联系:局部static变量特性 #include <stdio.h> int func(int,int); int main(){ int k=4,m=1,p1,p2; p1=func(k,m); p2=func(k,m); printf("%d,%d\n",p1,p2); return 0; } //函数定义 int func(int a,int b){ static int m=0,i=2; i+=m+1; m=i+a+b; return m; }
猜想与运行结果是一致的。
实验任务3
源代码
#include <stdio.h> long long func(int n); int main(){ int n; long long f; while(scanf("%d",&n)!=EOF){ f=func(n); printf("n=%d,f=%lld\n",n,f); } return 0; } //函数定义 //函数补足 long long func(int n){ long long s; if(n==1)return 1; else return (2*func(n-1)+1); }
实验任务4
源代码
#include <stdio.h> int func(int n,int m); int main(){ int n,m,f; while(scanf("%d%d",&n,&m)!=EOF) printf("n=%d,m=%d,ans=%d\n",n,m,func(n,m)); return 0; } int func(int n,int m){ if(m>n) return 0; else if(m==n||m==0) return 1; else return (func(n-1,m)+func(n-1,m-1)); }
实验任务5
源代码1
#include <stdio.h> double mypow(int x,int y); int main(){ int x,y; double ans; while(scanf("%d%d",&x,&y)!=EOF){ ans=mypow(x,y); printf("%d的%d次方;%g\n\n",x,y,ans); } return 0; } //函数定义 //函数补足 double mypow(int x,int y){ double s=1.0; int i; if(y>0) s=x*mypow(x,y-1); if(y==0) s=1.0; if(y<0) s=mypow(x,y+1)/x; return s; }
源代码2
#include <stdio.h> double mypow(int x,int y); int main(){ int x,y; double ans; while(scanf("%d%d",&x,&y)!=EOF){ ans=mypow(x,y); printf("%d的%d次方;%g\n\n",x,y,ans); } return 0; } //函数定义 //函数补足 double mypow(int x,int y){ double s=1.0; int i; if(y>0) s=x*mypow(x,y-1); if(y==0) s=1.0; if(y<0) s=mypow(x,y+1)/x; return s; }
实验任务6
源代码
#include <stdio.h> void hanoi(unsigned int n,char form,char temp,char to); void moveplate(unsigned int n,char from,char to); int count=0; int main(){ unsigned int n; int count1=0; while(scanf("%u",&n)!=EOF){ count=count-count1; hanoi(n,'A','B','C'); printf("一共移动了%d次\n",count); count1=count; } return 0; } //递归函数 void hanoi(unsigned int n,char from,char temp,char to){ if(n==1) moveplate(n,from,to); else { hanoi(n-1,from,to,temp); moveplate(n,from,to); hanoi(n-1,temp,from,to); } } //移动函数 void moveplate(unsigned int n,char from,char to){ printf("%u:%c-->%c\n",n,from,to); count++; }
实验任务7
源代码
#include <stdio.h> #include <math.h> #define N 10000 int is_prime(int n); void separateeven(int n); int isprime[N+1]; int main(){ int a,b,m,i; scanf("%d%d",&a,&b); if(a%2!=0) a++; is_prime(N); printf("4=2+2\n"); for(i=a;i<=b;i+=2) separateeven(i); return 0; } int is_prime(int n){ int i,j; for(i=0;i<=n;i++) isprime[i]=1; isprime[0]=isprime[1]=0; int temp=(int)sqrt(n); for(i=2;i<=temp;i++) if(isprime[i]) for(j=2*i;j<=n;j+=i) isprime[j]=0; } void separateeven(int n){ int i; for(i=3;i<=n/2;i++) if(isprime[i]&&isprime[n-i]) { printf("%d=%d+%d\n",n,i,n-i); break; } }
实验任务8
源代码
#include <stdio.h> #include<math.h> long fun(long s); // 函数声明 int main() { long s, t; printf("Enter a number: "); while (scanf_s("%ld", &s) != EOF) { t = fun(s); // 函数调用 printf("new number is: %ld\n\n", t); printf("Enter a number: "); } return 0; } // 函数定义 // 待补足。。。 long fun(long s) { long a,count=0,b=0; do { a = s % 10; if (a % 2 != 0) { b = b + a*pow(10,count); count++; } s = s / 10; } while (s != 0); return b; }
标签:return,int,long,实验,func,printf,include From: https://www.cnblogs.com/dyb1255621315/p/17280432.html