Mastering Python Logic Building in 6 Phases

🚀 Master Logic Building in Python – 6️⃣ Phases, Multiple Levels 🐍 POST 6️⃣🕕 🐍 👉Phase 2️⃣– LOOPING & PATTERNS (ITERATION & FLOW)  ⭕Phase 2️⃣ : Level 1️⃣🔥Basic Looping (Introductory) 🐱Github : https://lnkd.in/gu_PVkzX #Python #LogicBuilding #CodingMindset #LearningSeries #Learning #Everyday #Coding #Programming

🚀 Master Logic Building in Python – 6️⃣ Phases, Multiple Levels 🐍 POST 7️⃣🕕 🐍 👉Phase 2️⃣– LOOPING & PATTERNS (ITERATION & FLOW) ⭕Phase 2️⃣ : Level 2️⃣🔥Number-based Looping Logic 🐱Github :https://lnkd.in/ghp_9sGA #Python #LogicBuilding #CodingMindset #LearningSeries #Learning #Everyday #Coding #Programming

🚀 Master Logic Building in Python – 6️⃣ Phases, Multiple Levels 🐍 POST 8️⃣😎🕕 🐍 👉Phase 2️⃣– LOOPING & PATTERNS (ITERATION & FLOW) ⭕Phase 2️⃣ : Level 3️⃣🔥Mathematical & Logical Patterns 🐱Github: https://lnkd.in/gwdyRbRx #Python #LogicBuilding #CodingMindset #LearningSeries #Learning #Everyday #Coding #Programming

💡Today I explored Encapsulation in Python a core concept of OOPS that helps keep data secure and accessible only through controlled methods. Hide data * Control access Protect information Small concepts like this build strong programming foundations. #Python #OOPS #Encapsulation #Coding Journey #Learning #tapacademy #python

**“Understanding logic > memorizing code 👇 This Python snippet: ✔ Takes a number ✔ Extracts the last digit using % 10 ✔ Checks if that last digit is divisible by 3 Example: 123 → last digit = 3 → 3 % 3 = 0 → True ✅ But here’s where many go wrong ⚠️ This does NOT mean the entire number is divisible by 3. Actual rule: A number is divisible by 3 if the sum of its digits is divisible by 3. Example: 111 → 1+1+1 = 3 → divisible by 3 ✅ But last digit = 1 → not divisible ❌ Takeaway: Writing code is easy. Understanding the logic behind it is what makes you a strong programmer. #Python #Programming #CodingLogic #LearnToCode #DeveloperMindset”**

Here i learning more interesting things in Python Understanding Loops in Python (Simple Way) Today I learned about loops and how they save time ⏳ 👉🏻 Instead of writing code multiple times, we use loops. Example using while loop: ```python i = 1 while i <= 5: print("Hello", i) i += 1 ``` 📌 Output: Hello 1 Hello 2 Hello 3 Hello 4 Hello 5 💡 Key Learning: Loops help automate repetitive tasks efficiently. Small concept, big impact 🚀 #Python #Loops #Coding #Programming #Learning

#Day4–5 of My Python Journey | #100DaysOfCode Leveling up my Python basics step by step! 1. Learned about Type Casting (converting strings to integers) 2. Understood the difference between implicit vs explicit conversion 3. Explored how to handle user input using input() 4. Practiced taking multiple inputs and performing calculations One interesting learning Without type casting, numbers taken as input behave like strings (concatenation instead of addition). Small concept, but super important! Consistency is building confidence day by day Excited to dive deeper into Python and start building real projects soon! #Python #100DaysOfCode #CodingJourney #LearnToCode #Programming #TechLearning #DeveloperJourney

Day 77 of #100DaysOfCode: Python **kwargs! , **kwargs allows functions to accept any number of keyword arguments, packing them into a dictionary for flexible data handling. Two practical uses: • Display person info with named attributes (name, age, city) • Calculate total price by passing items with their costs GitHub: https://lnkd.in/gEd3yYq7 #Python #Coding #100DaysOfCode #Programming #LearnToCode #DevCommunity

🤜 Python Challenge #9 – Answer Revealed! '==' checks values, 'is' checks memory. 👉 a == b -> Both lists have same values → True 👉 a is b -> Both are different objects in memory → False Output: True False #python #pythonchallenge #codechallenge #code #pythonlist #pythonbasics #programming #coding #learnpython #100daysofcode

Day 78 of #100DaysOfCode: Python Recursion! , Recursion is a technique where a function calls itself to solve problems by breaking them into smaller subproblems. Two classic examples: • Factorial: n! = n × (n-1)! with base case at 0! = 1 • Fibonacci: each term is sum of two previous terms, using base cases for first two numbers GitHub: https://lnkd.in/gcK5rP_n #Python #Coding #100DaysOfCode #Programming #LearnToCode #DevCommunity