随机30道小学计算题01
一开始我是想直接把整数和分数写成两个函数再随机调用的,后来发现存在问题:
1.分数随机出来很可能成是假分数,假分数时调用了也不会输出。
2.如果这样那还得再来个时间,而且在试过之后发现再来一个随机出的数字也一样,就太冗余了。
综上:我选择了一个比较讨巧的方式,即:一个时间,当能生成真分数时就输出分数,不能的时候就用整数。
1 #include<stdio.h> 2 #include<stdlib.h> 3 #include<time.h> 4 #define random(x) (rand()%x) 5 #include <iostream> 6 using namespace std; 7 8 int suiji() 9 { 10 srand((int)time(0)); 11 int a,b,c,d,i; 12 for(int j=0;j<30;j++) 13 { 14 i=rand()%4; 15 a=random(100); 16 b=random(100); 17 c=random(100); 18 d=random(100); 19 20 if (a<b && c<d && b!=0 && d!=0) 21 { 22 switch(i) 23 { 24 case 0:cout<<"("<<a<<"/"<<b<<")"<<"+"<<"("<<c<<"/"<<d<<")"<<"="<<endl;break; 25 case 1:cout<<"("<<a<<"/"<<b<<")"<<"-"<<"("<<c<<"/"<<d<<")"<<"="<<endl;break; 26 case 2:cout<<"("<<a<<"/"<<b<<")"<<"*"<<"("<<c<<"/"<<d<<")"<<"="<<endl;break; 27 case 3:cout<<"("<<a<<"/"<<b<<")"<<"/"<<"("<<c<<"/"<<d<<")"<<"="<<endl;break; 28 } 29 } 30 else 31 { 32 switch(i) 33 { 34 case 0:cout<<a<<"+"<<b<<"="<<endl;break; 35 case 1:cout<<a<<"-"<<b<<"="<<endl;break; 36 case 2:cout<<a<<"*"<<b<<"="<<endl;break; 37 case 3:cout<<a<<"/"<<b<<"="<<endl;break; 38 } 39 40 } 41 42 43 } 44 return 0; 45 } 46 47 void main() 48 { 49 suiji(); 50 }
代码测试:
![](data:image/png;base64,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)
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)