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Phase 6 - Category 4: Nested Logic & Patterns
Chapter 26 • Advanced
120 min
Phase 6 - Category 4: Nested Logic & Patterns
Introduction
This category focuses on nested loops, complex patterns, and multi-dimensional thinking. You'll create advanced patterns and solve problems requiring nested logic.
Key Concepts
Nested Loop Patterns
- Multiplication Table: Grid of products
- Pascal Triangle: Triangular number pattern
- Spiral Patterns: Spiral arrangements
- Number Grids: Multi-dimensional patterns
Complex Patterns
- Pyramid Patterns: Multi-level structures
- Diamond Patterns: Symmetric shapes
- Number Sequences: Complex sequences
- Character Patterns: Advanced character arrangements
Nested Logic
- Nested Conditions: Multiple if statements
- Loop within Loop: Nested iterations
- Conditional Loops: Loops with complex conditions
- Pattern Recognition: Identify pattern rules
Problem-Solving Approach
- Analyze Pattern: Understand structure
- Determine Rows/Columns: How many levels?
- Find Relationship: Formula for each position
- Implement Nested Loops: Outer for rows, inner for columns
- Handle Spacing: Add spaces for alignment
Common Patterns
Multiplication Table
python.js
for i in range(1, n+1):
for j in range(1, n+1):
print(i*j, end="\t")
print()
Pascal Triangle Concept
- Each number is sum of two above
- First and last of each row are 1
- Symmetric pattern
Tips
- Start with simple patterns
- Understand row-column relationship
- Use helper functions for complex patterns
- Test with small values first
Hands-on Examples
Multiplication Table Grid
# Take n as input
n = int(input("Enter number: "))
# Print multiplication table
print(f"Multiplication table for {n}:")
for i in range(1, n + 1):
for j in range(1, n + 1):
product = i * j
print(f"{product:4}", end="") # Format with width 4
print() # New line after each rowUse nested loops: outer loop for rows (i), inner loop for columns (j). Print product i*j. Format output for alignment.
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