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🟡 PHASE 2 — MATHEMATICAL THINKING

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Number Theory • Logical Precision • Algorithmic Foundations

Logic becomes sharper
when numbers stop being values
and start becoming patterns.


🎯 Objective

Strengthen mathematical reasoning and structured problem solving through:

  • Prime number logic
  • Divisibility analysis
  • Number decomposition
  • Mathematical pattern construction
  • Algorithmic efficiency awareness

This phase transforms raw loop control into mathematical intelligence.


📂 Mathematical Drills

🔹 Core Number Logic

  • Print all prime numbers from 1 to N
  • Check if a number is Armstrong
  • Find GCD
  • Find LCM
  • Generate Fibonacci series
  • Convert decimal to binary (without built-in functions)

🔹 Numerical Pattern Systems

  • Print Pascal’s triangle
  • Find factorial without recursion
  • Strong number checker
  • Perfect number checker

🔹 Applied Logic

  • Build a basic number guessing game

⚔️ This phase is where loops evolve into mathematics.