看看孩子哪里有问题
#include <stdio.h>int main()
{
int count=0, flag, n, mynumber, yournumber;
flag=0;
scanf("%d%d", &mynumber, &n);
while(count<=n){
scanf("%d", &yournumber);
count++;
if(yournumber<0){
break;
}else if(yournumber==mynumber){
flag=1;
break;
}else if(yournumber>mynumber){
printf("Too big\n");
}else{
printf("Too small\n");
}
}
if(flag==1&&count==1){
printf("Bingo!\n");
}else if(flag==1&&count>1&&count<=3){
printf("Lucky you!\n");
}else if(flag==1&&count>3&&count<=n){
printf("Good Guess!\n");
}else{
printf("Game Over");
}
return 0;
}
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data:image/png;base64,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提交错误的哪个是哪里错了。
猜数字游戏是令游戏机随机产生一个100以内的正整数,用户输入一个数对其进行猜测,需要你编写程序自动对其与随机产生的被猜数进行比较,并提示大了(“Too big”),还是小了(“Too small”),相等表示猜到了。如果猜到,则结束程序。程序还要求统计猜的次数,如果1次猜出该数,提示“Bingo!”;如果3次以内猜到该数,则提示“Lucky You!”;如果超过3次但是在N(>3)次以内(包括第N次)猜到该数,则提示“Good Guess!”;如果超过N次都没有猜到,则提示“Game Over”,并结束程序。如果在到达N次之前,用户输入了一个负数,也输出“Game Over”,并结束程序。
输入格式:
输入第一行中给出两个不超过100的正整数,分别是游戏机产生的随机数、以及猜测的最大次数N。最后每行给出一个用户的输入,直到出现负数为止。
输出格式:
在一行中输出每次猜测相应的结果,直到输出猜对的结果或“Game Over”则结束。
输入样例:
58 4
70
50
56
58
60
-2
结尾无空行
输出样例:
Too big
Too small
Too small
Good Guess!
结尾无空行 提交显示我三次猜中的一步错误
题目是PTA上的, 本帖最后由 jhq999 于 2021-11-2 20:15 编辑
#include <stdio.h>
#include <stdlib.h>
#include <time.h>
int main()
{
int count=0, flag, n, mynumber, yournumber;
flag=0;
scanf("%d", &n);
srand((unsigned int)(time(0)));///////////////
mynumber=rand()%100;/////////////////////
while(count<=n){
scanf("%d", &yournumber);
count++;
if(yournumber<0){
break;
}else if(yournumber==mynumber){
flag=1;
break;
}else if(yournumber>mynumber){
printf("Too big\n");
}else{
printf("Too small\n");
}
}
if(flag==1&&count==1){
printf("Bingo!\n");
}else if(flag==1&&count>1&&count<=3){
printf("Lucky you!\n");
}else if(flag==1&&count>3&&count<=n){
printf("Good Guess!\n");
}else{
printf("Game Over");
}
return 0;
}
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