我把工作当成耍 发表于 2021-2-19 18:05:00

C语言process调用函数

纯萌新,这是为啥?、(图片这里发不出来只能先发个这个)data:image/png;base64,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

我把工作当成耍 发表于 2021-2-19 18:07:42

#include<stdio.h>
int main(void)
{
        int max(int,int);
        int min(int,int);
        int add(int,int);
        int process(int, int, int(*fun)() );
        int a,b;
       
        printf("enter a and b:");
        scanf("%d %d",&a,&b);
       
        printf("max = ");
        process(a,b,max);
       
        printf("min = ");
        process(a,b,min);
       
        printf("sum = ");
        process(a,b,add);
}
int max(int x, int y)
{
        int z;
        if(x>y)
        {
          z = x;
    }
        else
        {
          z = y;       
        }
        return z;
}
int min(int x, int y)
{
        int i;
        if(x<y)
        {
                i = x;
        }
        else
        {
                i = y;
        }
        return i;
}
int add(int x, int y)
{
        int j;
        j = x + y;
        return j;
}
int process(int x, int y, int(*fun)() )
{
        int result;
        result = (*fun)(x,y);
        printf("%d",result)
}

我把工作当成耍 发表于 2021-2-19 18:08:24

报错说invalid conversion from int to int 啥的

lhgzbxhz 发表于 2021-2-22 16:00:27

max,min这类方法声明干嘛要放到main函数内啊

风沙度 发表于 2021-3-26 20:58:12

process函数没有返回值,用void
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查看完整版本: C语言process调用函数