# Month: August 2018

# Same Digits Day: 21.08.2018 – Symmetric Embedded Primes With 2108-2018

# August 18, 2018 and Palindromic Day – 8.18.18: Pythagorean triple and Magic Square

Links for download the work: I.J. TANEJA (2017), Pythagorean Triples and Perfect Square Sum Magic Squares, I.J. TANEJA (2018), Patterns in Pythagorean Triples Using Single Variable Procedures, I.J. TANEJA (2018), Patterns in Pythagorean Triples Using Double Variable Procedures,

# August 18, 2018 (18.08.2018): Patterns in Pythagorean Triples Using digits 0, 1, 2 and 8

# Palindromic Day: August 18, 18 (81818) – Fixed Digits Repetition Prime Numbers

# Two Palindromic Days of August, 11 and 18, 18 – Mirror Looking and Rotatable Embedded Palprimes

# Embedded Palprimes with 10 Palindromic Days of August, 18

# Palindromic Days of August, 18: Magic Squares of Order 3

# 10 Palindromic Days of August, 18 (8.10.18-8.19.18): Magic Square of Order 4

# Palindromic Day (American Style): 8-11-18 (81118) – Palprimes With 81118

# Palindromic Day (American Style): 8-11-18 (81118) – Embedded Palprimes With 81118

# Two Digits Day – 11.8.18: Palindromic Primes With 11818

# Fixed Digits Repetitions Prime Patterns With 8818 – On a Special Day – 8.8.18 (8818)

Link of work; Crazy, Selfie, Fibonacci, Triangular, Amicable Types Representations of Numbers, 2018

# Embedded Prime Numbers: On a Special Day – 08.08.18 (080818)

Link of work; Crazy, Selfie, Fibonacci, Triangular, Amicable Types Representations of Numbers, 2018

# Today August 8, 18 – 8.8.18 (8818)

Link of work; Crazy, Selfie, Fibonacci, Triangular, Amicable Types Representations of Numbers, 2018

# Patterns in Pythagorean Triples With and Without Final Sums

Based on diferente Procedures patterns in Pythagorean triples are studied. These patterns are two types. One when final sum also represent a good pattern. Second, when final sum don't have good pattern but Pythagorean triple give good patterns. These patterns are given below as examples. Below are the links for download the works: I.J. Taneja … Continue reading Patterns in Pythagorean Triples With and Without Final Sums

# Multiple-Type Pythagorean Triples Patterns

Pythagorean patterns are well-known in the literature of mathematics. This work brings patterns obtained by mutiplications with natural numbers to known patterns. It is done in two parts. One without final sum. Second with final sum. In some cases after multiplications, initial lines don't obey the pattern, but the rest part remains patterned. See below some … Continue reading Multiple-Type Pythagorean Triples Patterns

# Generating Pythagorean Triples, Palindromic-Type Pandigital Patterns, and Magic Squares

This work brings how we can generate Pythagoren triples and Magic square using some interesting tables. These Pythagorean triples again generate Palindromic-Type Pandigital Patterns and Magic Squares. The first table generates 9 blocks, the second table generates 99 blocks, the third table generates 999 blocks, and so on. In case of magic square these are … Continue reading Generating Pythagorean Triples, Palindromic-Type Pandigital Patterns, and Magic Squares