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Showing posts with the label Python Recursion Example

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15 Python Tips : How to Write Code Effectively

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 Here are some Python tips to keep in mind that will help you write clean, efficient, and bug-free code.     Python Tips for Effective Coding 1. Code Readability and PEP 8  Always aim for clean and readable code by following PEP 8 guidelines.  Use meaningful variable names, avoid excessively long lines (stick to 79 characters), and organize imports properly. 2. Use List Comprehensions List comprehensions are concise and often faster than regular for-loops. Example: squares = [x**2 for x in range(10)] instead of creating an empty list and appending each square value. 3. Take Advantage of Python’s Built-in Libraries  Libraries like itertools, collections, math, and datetime provide powerful functions and data structures that can simplify your code.   For example, collections.Counter can quickly count elements in a list, and itertools.chain can flatten nested lists. 4. Use enumerate Instead of Range     When you need both the index ...

How to Write Recursive Function in Python Quickly

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Here's an example to write RECURSIVE function in Python. It acts like a loop that iterate within the function to perform some operation. Precisely, if you call the same function from function is called  recursive function .     Python recursive function Here are four rules a developer should know before writing recursive function in Python: There must be a key variable, which will be responsible for the termination of recursion. To determine the base value , which the key variable has to meet to reach the termination. To make sure the key variable must approach the base value in every recursive call. To make the recursive function terminate when the key variable reaches the base value. Python recursive example Here is an example python recursive function. # This program computes the factorial of a number using recursion #function definition def fact(n): "computes factorial using recursion" if n == 0:     return 1 else :     return n * fact(n - 1...