如何“cout”正确的小数位数的双精度值？

本文介绍了如何“cout”正确的小数位数的双精度值？的处理方法，对大家解决问题具有一定的参考价值，需要的朋友们下面随着小编来一起学习吧！ 问题描述

我需要帮助保持 double 的精度。如果我将一个文字指定为double，则实际值被截断。

I need help on keeping the precision of a double. If I assign a literal to a double, the actual value was truncated.

int main() { double x = 7.40200133400; std::cout << x << "\n"; }

对于上述代码片段，输出为 7.402 有没有办法防止这种类型的截断？或者有办法计算 double 的浮点数多少？例如， number_of_decimal（x）会给出11，因为输入在运行时是未知的，所以我不能使用 setprecision code>。

For the above code snippet, the output was 7.402 Is there a way to prevent this type of truncation? Or is there a way to calculate exactly how many floating points for a double? For example, number_of_decimal(x) would give 11, since the input is unknown at run-time so I can't use setprecision().

我想我应该把问题改成：如何转换double到不截断浮点的字符串。即

I think I should change my question to: How to convert a double to a string without truncating the floating points. i.e.

#include <iostream> #include <string> #include <sstream> template<typename T> std::string type_to_string( T data ) { std::ostringstream o; o << data; return o.str(); } int main() { double x = 7.40200; std::cout << type_to_string( x ) << "\n"; }

预期输出应为7.40200，但实际结果为7.402。那么我该如何解决这个问题呢？任何想法？

The expected output should be 7.40200 but the actual result was 7.402. So how can I work around this problem? Any idea?

推荐答案

由于 float c $ c> double 内部存储为二进制，文本 7.40200133400 实际代表数字7.40200133400000037653398976544849574565887451171875

Due to the fact the float and double are internally stored in binary, the literal 7.40200133400 actually stands for the number 7.40200133400000037653398976544849574565887451171875

...那么你真正想要多少精度？ ： - ）

...so how much precision do you really want? :-)

#include <iomanip> int main() { double x = 7.40200133400; std::cout << std::setprecision(51) << x << "\n"; }

是的，这个程序真的打印了7.40200133400000037653398976544849574565887451171875！

And yes, this program really prints 7.40200133400000037653398976544849574565887451171875!