c++上机报告

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/* * 文件名称:Ex1-2.cpp * 作    者:杨鑫* 完成日期:2016 年 3月 10 日 * 版 本 号:v1.0 * 对任务及求解方法的描述部分:* 输入描述:无 * 问题描述:我的第二个C++程序,熟悉程序的编辑、运行过程* 程序输出:“1/(1/r1+1/r2)” * 问题分析:第四行int 与double用错* 算法设计:*/  #include <iostream>using namespace std;int main(){double R1,R2,sum;cin>>R1>>R2;//输入两个电阻R1和R2的阻值sum=1/(1/R1+1/R2);cout<<sum<<endl;return 0;}
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" alt="" />     </span>
<span style="background-color: rgb(255, 255, 255);">        个人总结:</span><span style="color: rgb(34, 34, 34); font-family: simsun; font-size: 14px; line-height: 30px; background-color: rgb(255, 255, 255);">C语言中void main和int main有什么区别void main 和 int main的区别就是有无返回值啊</span>

在int main 可以出现非 int 类型的东西
我们在写代码时,一个函数要么有返回值,要么没有返回值,没有返回值就用void来表示。 main函数同样的,在没有返回值时加个void 。
有的编译器必须main要有返回值 int , 那就写成int main 。
至于什么时候需要哪种写法,不必有这种顾虑,你可以一律都写成 int main ,然后在方法体中 最后加个return 0 ;就行了,这样写法没有哪个编译器不通过的吧。

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