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Microvenator Date: Thu, 2 Jan 2025 20:15:52 +0300 Subject: [PATCH 3/3] C++ course: chapter about functions --- cpp/cpp_chapter_0020/text.md | 451 +++++++++++++++++++++++++++++++++++ 1 file changed, 451 insertions(+) create mode 100644 cpp/cpp_chapter_0020/text.md diff --git a/cpp/cpp_chapter_0020/text.md b/cpp/cpp_chapter_0020/text.md new file mode 100644 index 00000000..20eb8905 --- /dev/null +++ b/cpp/cpp_chapter_0020/text.md @@ -0,0 +1,451 @@ +# Глава 2. Простые функции + +Так выглядит минимальная программа на C++, которая ничего не делает: + +```c++ +int main() { } +``` + +Она состоит из единственной функции. + +## Точка входа в программу + +Функция с именем `main` — это точка входа в программу (entry point). Ее наличие обязательно: после запуска программы управление передается именно ей. + +Функция `main()` возвращает [целое число](https://isocpp.github.io/CppCoreGuidelines/CppCoreGuidelines#Rf-main) вызвавшему программу окружению. Это статус завершения: +- 0 в случае успеха, +- другое значение в случае ошибки. + +В нашем примере тело функции пустое: `{ }`. Но как же тогда формируется статус завершения? Функция `main()` — особая: при отсутствии явно возвращаемого значения она возвращает 0. Для наглядности мы можем вернуть его явно: + +```c++ +int main() { + return 0; +} +``` + +## Сигнатура и тело функции + +При объявлении функции после ее сигнатуры указывается тело, обрамленное фигурными скобками: + +![Функции в C++](https://raw.githubusercontent.com/senjun-team/senjun-courses/cpp_course_chapter_func/illustrations/cpp/function.jpg) {.illustration} + +Напомним, что **параметр** — это имя в определении функции. А **аргумент** — это фактическое значение, переданное функции при вызове. + +Например, функция `is_error()` принимает параметр `http_code` типа `int`, а внутри `main()` вызывается с аргументом 404: + +```c++ +import std; + +bool is_error(int http_code) { + return http_code >= 300; +} + +int main() { + const bool res = is_error(404); + std::println("404 is error code? {}", res); + return 0; +} +``` +``` +404 is error code? true +``` + +Обратите внимание на [ключевое слово](https://en.cppreference.com/w/cpp/language/cv) `const` возле типа переменной `res`. Это квалификатор типа, означающий, что переменная не может быть изменена, то есть является **константой.** + +Мы могли бы обойтись и без него: `bool res = ...`. Но делать константами все переменные, которые не требуется изменять — это [отличная практика.](https://isocpp.github.io/CppCoreGuidelines/CppCoreGuidelines#Rconst-immutable) Она предотвращает неприятные ошибки. Например, случайную перезапись переменной, которую не планировалось изменять. Придерживайтесь этой практики и не забывайте использовать `const`. + +Для вывода `res` в консоль мы сделали две вещи: +- Импортировали стандартную библиотеку `std`. В ней содержится [функция](https://en.cppreference.com/w/cpp/io/println) `println()`, отвечающая за форматированный вывод. +- Вызвали `println()`. Она находится в пространстве имен (namespace) `std`, и мы указали его при вызове: `std::println()`. + +Напишите функцию `to_fahrenheit()`. Она принимает вещественное число — температуру в градусах по Цельсию, и возвращает градусы по шкале Фаренгейта. {.task_text} + +Формула: `°F = (°C × 9.0/5.0) + 32.0`. {.task_text} + +```c++ {.task_source #cpp_chapter_0020_task_0020} +import std; + +// Your code here +``` +Возвращаемое функцией значение, если параметр называется `celsius`: `celsius * 9.0 / 5.0 + 32.0`. {.task_hint} +```c++ {.task_answer} +double to_fahrenheit(double celsius) { + return celsius * 9.0 / 5.0 + 32.0; +} +``` + +## Возвращаемое значение + +Для возврата из функции значения используется оператор `return`: + +```c++ +return 128; +``` + +Если функция ничего не возвращает, то возвращаемым типом указывается `void`: + +```c++ +void process_request(); +``` + +Вызывать `return` в конце такой функции не обязательно. Но его можно использовать для раннего выхода (early exit): + +```c++ +if (!is_connection_opened) { + return; +} +``` + +Функция `solve_quadratic_equation()` принимает коэффициенты `a`, `b` и `c` квадратного уравнения вида `a * x * x + b * x + c = 0`. {.task_text} + +В функции не обработаны два случая. Исправьте это: {.task_text} +- Если `a` равен 0 (`a == 0`), функция должна выводить текст `"The equation is linear, not quadratic"`. +- Если дискриминант меньше нуля, функция должна выводить `"The equation doesn't have real solutions"`. + +```c++ {.task_source #cpp_chapter_0020_task_0040} +import std; + +void solve_quadratic_equation(int a, int b, int c) { + const double d = b * b - 4 * a * c; + const double x1 = (-b + std::sqrt(d)) / (2 * a); + const double x2 = (-b - std::sqrt(d)) / (2 * a); + + std::println("Equation: {}x^2 + {}x + {} = 0", a, b, c); + std::println("Solutions: {}, {}", x1, x2); +} +``` +Добавьте ранний выход в самом начале функции и после расчета дискриминанта `d`. {.task_hint} +```c++ {.task_answer} +void solve_quadratic_equation(int a, int b, int c) { + if (a == 0) { + std::println("The equation is linear, not quadratic"); + return; + } + + const double d = b * b - 4 * a * c; + if (d < 0) { + std::println("The equation doesn't have real solutions"); + return; + } + + const double x1 = (-b + std::sqrt(d)) / (2 * a); + const double x2 = (-b - std::sqrt(d)) / (2 * a); + + std::println("Equation: {}x^2 + {}x + {} = 0", a, b, c); + std::println("Solutions: {}, {}", x1, x2); +} +``` + +## Аргументы + +В функцию можно передавать аргументы несколькими способами. В этой главе мы рассмотрим передачу по значению (by value) и по константному значению. + +### Передача аргументов по значению + +При передаче аргумента по значению функция работает с его копией. И все изменения объекта внутри функции никак не отражаются снаружи. + +Мы изменяем значение `n` внутри функции `show_reversed_number()`. Однако за ее пределами значение остается прежним: + +```c++ +import std; + +void show_reversed_number(int n) { + if (n == 0) { + std::println(n); + return; + } + + while (n != 0) { + // Оператор % - это остаток от деления: + std::print("{}", n % 10); + + n = n / 10; + } + + std::println(); +} + +int main() { + int val = 1024; + + std::println("Before function call: {}", val); + show_reversed_number(val); + std::println("After function call: {}", val); +} +``` +``` +Before function call: 1024 +4201 +After function call: 1024 +``` + +Напишите функцию `gcd()`, которая находит наибольший общий делитель (GCD, greatest common divisor) целых чисел `a` и `b`. Функция должна быть рекурсивной. {.task_text} + +Например, `gcd(25, 15)` должен быть равен 5, а `gcd(8, 3)` должен быть равен 1. {.task_text} + +Используйте алгоритм Евклида. Он заключается в следующем: {.task_text} +- GCD равен `a`, если `a` и `b` совпадают. +- GCD равен GCD от `a - b` и `b`, если `a` больше `b`. +- GCD равен GCD от `a` и `b - a`, если `a` меньше `b`. + +```c++ {.task_source #cpp_chapter_0020_task_0030} +``` +В теле функции рекурсивно вызовите `gcd()` для случаев, если `a > b` и `a < b`. Для случая `a == b` просто верните `a`. {.task_hint} +```c++ {.task_answer} +import std; + +int gcd(int a, int b) { + if (a == b) { + return a; + } + + if (a > b) { + return gcd(a - b, b); + } + + return gcd(a, b - a); +} +``` + +Кстати, в стандартной библиотеке C++ есть [функция](https://en.cppreference.com/w/cpp/numeric/gcd) `std::gcd()`, которая написана более эффективно. Самостоятельно реализовывать функции из стандартной библиотеки полезно для получения опыта. Но при работе над реальными проектами руководствуйтесь [правилом:](https://isocpp.github.io/CppCoreGuidelines/CppCoreGuidelines#Res-lib) прежде чем писать функцию самому, нужно убедиться, что ее нет в стандартной библиотеке. [Cppreference](https://en.cppreference.com) в помощь. + +### Передача аргументов по константному значению + +Параметр функции можно сделать константным: + +```c++ +int draw_progress_bar(const int pct_complete); +``` + +Так поступают, если требуется подчеркнуть, что параметр не должен изменяться внутри функции. Однако эта практика не очень распространена. + +## Объявления и определения + +Функция становится видна компилятору только после точки своего объявления. Если вызвать ее _до_ места в коде, где она объявлена, компилятор выдаст ошибку. + +Убедимся в этом на примере, в котором есть _взаимная рекурсия_ – вызов функциями друг друга. Пример реализует [гипотезу Коллатца:](https://ru.wikipedia.org/wiki/%D0%93%D0%B8%D0%BF%D0%BE%D1%82%D0%B5%D0%B7%D0%B0_%D0%9A%D0%BE%D0%BB%D0%BB%D0%B0%D1%82%D1%86%D0%B0) какое бы натуральное число `n` мы ни взяли, рано или поздно мы получим единицу, если будем совершать действия: +- Если `n` четное, делить его на 2. +- Если `n` нечетное, умножать на 3 и прибавлять 1. + +В `main()` мы заводим натуральное число `n`. И в цикле пока `n` не станет равно 1, применяем к нему взаимно рекурсивные функции `collatz_multiply()` и `collatz_divide()`: + +```c++ +import std; + +int collatz_multiply(int x) { + if (x % 2 > 0) { + return 3 * x+ 1; + } + return collatz_divide(x); +} + +int collatz_divide(int x) { + if (x % 2 == 0) { + return x / 2; + } + return collatz_multiply(x); +} + +int main() { + int n = 17; + std::println("Checking Collatz conjecture for {}", n); + + while (n > 1) { + n = collatz_multiply(n); + std::print("{} ", n); + } +} +``` +``` +main.cpp:7:12: error: use of undeclared identifier 'collatz_divide' + 7 | return collatz_divide(x); + | ^ +``` + +Этот код не компилируется: компилятор не находит функцию, использованную раньше своего объявления. И мы не можем поправить это простым переносом функции выше места ее вызова, ведь `collatz_multiply()` вызывает `collatz_divide()` и наоборот! + +Кроме того, код может быть достаточно сложным, чтобы подходящего места для размещения всех функций _до_ их вызовов просто бы не нашлось. + +На помощь приходят **объявления** (declarations). Объявление делает функцию видимой для компилятора. Объявление — это только сигнатура функции без реализации: + +```c++ +int collatz_multiply(int x); +``` + +А все примеры функций, которые вы успели увидеть в этой главе, являются **определениями** (definitions). Определение — это реализация функции: ее сигнатура и тело. Любое определение также является и объявлением. + +Чтобы исправить наш пример кода, разместим объявления функций до их использования: +```c++ +import std; + +int collatz_multiply(int x); +int collatz_divide(int x); + +int main() { + int n = 17; + std::println("Checking Collatz conjecture for {}", n); + + while (n > 1) { + n = collatz_multiply(n); + std::print("{} ", n); + } +} + +int collatz_multiply(int x) { + if (x % 2 > 0) { + return 3 * x+ 1; + } + return collatz_divide(x); +} + +int collatz_divide(int x) { + if (x % 2 == 0) { + return x / 2; + } + return collatz_multiply(x); +} +``` +``` +Checking Collatz conjecture for 17 +52 26 13 40 20 10 5 16 8 4 2 1 +``` + +Перед вами объявление функции `vertical_flight_speed()`. Она вычисляет вертикальную скорость полета самолета. Для этого она принимает два показания высотомера и прошедшее между ними время. {.task_text} + +Напишите определение этой функций, соответствующее многострочному комментарию в коде. Вам пригодятся: {.task_text} +- Константа `NAN` — not a number, [нечисло](https://en.cppreference.com/w/c/numeric/math/NAN). +- Константа `INFINITY` — [бесконечность](https://en.cppreference.com/w/cpp/numeric/math/INFINITY). Обе константы объявлены в хедере `cmath`. +- Оператор `||` (логическое «ИЛИ») для проверки нескольких условий в рамках одной конструкции `if`. +- [Функция](https://en.cppreference.com/w/cpp/numeric/math/abs) `std::abs()` для получения модуля числа. + +```c++ {.task_source #cpp_chapter_0030_task_0010} +#include + +import std; + +/* cur_height — текущая высота, м. + prev_height — предыдущая высота, м. + elapsed_time — время (с), за которое произошло изменение высоты. + + Возвращаемое значение — вертикальная скорость полета, м/c. + Если значение одной из высот ниже 0, то возвращается NAN. + Если время меньше либо равно 0, то возвращается INFINITY. +*/ +double vertical_flight_speed(double cur_height, + double prev_height, + double elapsed_time); +``` +Пример раннего выхода из функции: `if (elapsed_time <= 0) return INFINITY;`. {.task_hint} +```c++ {.task_answer} +#include + +import std; + +/* cur_height — текущая высота, м. + prev_height — предыдущая высота, м. + elapsed_time — время (с), за которое произошло изменение высоты.. + + Возвращаемое значение — вертикальная скорость полета, м/с. + Если значение одной из высот ниже 0, то возвращается NAN. + Если время меньше либо равно 0, то возвращается INFINITY. +*/ +double vertical_flight_speed(double cur_height, + double prev_height, + double elapsed_time) { + if (cur_height < 0 || prev_height < 0) { + return NAN; + } + + if (elapsed_time <= 0) { + return INFINITY; + } + + return std::abs(cur_height - prev_height) / elapsed_time; +} +``` + +Объявлений одной и той же функции в программе может быть сколь угодно много. Но определение должно быть только одно. Так гласит один из пунктов [правила одного определения](https://en.cppreference.com/w/cpp/language/definition) (ODR, one definition rule). Нарушение ODR приведет к ошибке компиляции. + +Что выведет этот код? {.task_text} + +В случае ошибки напишите `err`. {.task_text} + +```c++ {.example_for_playground .example_for_playground_003} +import std; + +int main() { + std::println("{}", to_miles(0.0)); +} + +double to_miles(double km) { + return km * 0.62; +} +``` + +```consoleoutput {.task_source #cpp_chapter_0020_task_0050} +``` +Функция `to_miles()` объявлена после ее вызова. {.task_hint} +```cpp {.task_answer} +err +``` + +## Оформление кода + +Вы успели поработать с кодом на C++ и наверняка задались вопросом: как его лучше форматировать? Единственно-правильного ответа вы не найдете. Более того, любая программа на C++ может быть записана в одну строку, оставаясь при этом корректной. + +Правила расстановки фигурных скобок, использования пробелов либо табуляции для отступов, именования переменных — это и многое другое фиксируется в код-стайле. Самые популярные стили: +- [Google,](https://google.github.io/styleguide/cppguide.html) +- [Microsoft,](https://learn.microsoft.com/en-us/windows/win32/stg/coding-style-conventions) +- [LLVM,](https://llvm.org/docs/CodingStandards.html) +- [Chromium,](https://www.chromium.org/developers/coding-style/) +- [Mozilla,](https://firefox-source-docs.mozilla.org/code-quality/coding-style/coding_style_cpp.html) +- [WebKit,](https://webkit.org/code-style-guidelines/) +- [GNU.](https://gcc.gnu.org/wiki/CppConventions) + +Каждый из этих семи стилей известен форматтеру кода `clang-foramt`: + +```shell +clang-format -i --style=LLVM main.cpp +``` + +Придерживаться единого код-стайла во всем проекте полезно: одинаково оформленный код проще читать. + +У функции может быть сколько угодно определений, но только одно объявление. {.task_text} + +Введите `y`, если согласны, и `n`, если нет. {.task_text} + +```consoleoutput {.task_source #cpp_chapter_0020_task_0060} +``` +Вспомните, что такое ODR. {.task_hint} +```cpp {.task_answer} +n +``` + +Определение также является и объявлением. {.task_text} + +Введите `y`, если согласны, и `n`, если нет. {.task_text} + +```consoleoutput {.task_source #cpp_chapter_0020_task_0070} +``` +И объявление, и определение объявляют (делают видимой) сущность для компилятора. {.task_hint} +```cpp {.task_answer} +y +``` + +## Домашнее задание + +1. Установите форматтер кода. +2. Сохраните локально код из 1-ой задачи. +3. Отформатируйте файл, применив один из распространенных код-стайлов. + +---------- + +## Резюме + +- Сигнатура функции состоит из типа возвращаемого значения, имени функции, типов параметров. +- Объявление — это только сигнатура функции без реализации. Оно делает функцию видимой для компилятора. +- Определение — это реализация функции: ее сигнатура и тело. Определение также является объявлением. +- Согласно правилу одного определения (ODR) у функции может быть только одно определение. +- Если функция ничего не возвращает, то возвращаемый тип — `void`. +- Функция `main()` — точка входа в программу.