Function Python Def Return - Cuardach Físeáin

🐍 Python Functions Explained | Beginner’s Guide #coding #python #backend #ai #functions

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🐍 Python Functions Explained | Beginner’s Guide #coding #python #backend #ai #functions

🚀 Learn how to create and use functions in Python! ️ Use the def keyword to define a function ️ Pass parameters (inputs) ️ Write the function body ️ Return the result ️ Call the function with arguments Example: def myFunc(a, b): c = a * b return c print(myFunc(3, 5)) # Output: 15 Functions make your code reusable, cleaner, and more ...

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$CODE WITH BRAIN on Instagram: "Day 6 | Interview Question 💡 Write a function that finds the length of a string without using built-in functions like len(), length(), or strlen(). 👉 Classic question to test basic logic, loops, and string handling ✨ --- 🔹 C++ #include <iostream> using namespace std; int stringLength(const char* str) { int count = 0; while (str[count] != '\0') { count++; } return count; } int main() { string text = "CodeWithBrains"; cout << "Length: " << stringLength(text.c_str($

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Sarmad on Instagram: "🔥 Day 24: Recursion in Python: Ever seen two mirrors facing each other, creating an endless reflection? 👀 That’s recursion — something defined in terms of itself. In Python, a function can even **call itself**. This is called a *recursive function*. It’s super handy for tasks like factorials, Fibonacci, or tree structures. 🌳 Example: Factorial using recursion 👇 ```python def factorial(num): if num == 0 or num == 1: # Base case return 1 return num * factorial(num - 1) #

Sarmad on Instagram: "🔥 Day 24: Recursion in Python: Ever seen two …

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Sarmad on Instagram: "📝 Day 23/100 – Docstrings in Python: Ever wondered how developers explain their code *inside the code*? That’s where **docstrings** come in. 👉 A docstring is a special string literal that appears **right after** defining a function, class, or module. It documents *what the code does* without affecting the output. ### 🔹 Example ```python def square(n): '''Takes in a number n, returns the square of n''' return n**2 print(square(5)) print(square.__doc__) ``` 📌 **Output:**

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