黑脸艺术家 发表于 2021-9-15 09:42:49

大一c语言自学小白在线求助!!!

在b站看了第一集,跟着老师输代码,完成后编译不出来,到底是哪一步错了?T-T还有那些红红蓝蓝的字体是错误输入还是说是正常的?谢谢data:image/png;base64,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data:image/png;base64,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

黑脸艺术家 发表于 2021-9-15 09:44:57

为什么图片没办法显示???

黑脸艺术家 发表于 2021-9-15 09:47:02

我打进去的:
#include <stdio.h>
#include <math.h>

void main ()
{
        double x, s;
       
        printf("input number;\n")
        scanf("%1f", &x);
        s = sin(x);
        printf("sin of %1f is %1f\n", x,s);
}


下面编译器那一栏显示如下:
C:\ Users\a che\Desktop\main.c In function 'main':
C:\Users\a_che\Desktop\main.c expected ' before 'scanf'
C: \Users\a_che\Desktop\Makefile.win recipe for target 'main.o' failed

routty 发表于 2021-9-16 12:36:50

1f改成lf
页: [1]
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