_tpiscadvanced-pttproofs.jpg "TPISC:Advanced_PTTproofs from is 14 a composite number or prime Video Screenshot Preview")
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⏲ Duration: 56 sec
✓ Published: 13-Apr-2017
✓ Published: 13-Apr-2017
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TPISC II: Advanced:The Pythagorean Triples Triangles Proof — and theInverse Square Connection.nnOn the BBS-ISL Matrix, ALL Pythagorean Triples (PTs) can be found on Rows (or Columns) with Factor Pair Sets of the two squared sides of the PT Triangle.nOn that same row, one always finds 4A = 4 times the AREA of that PT Triangle. The difference between the “b” an “a” sides of the triangle = f.nTogether, 4A + f = c . nnWe know from the Pythagorean Theorem that the sum of the short
TPISC II: Advanced:The Pythagorean Triples Triangles Proof — and theInverse Square Connection.nnOn the BBS-ISL Matrix, ALL Pythagorean Triples (PTs) can be found on Rows (or Columns) with Factor Pair Sets of the two squared sides of the PT Triangle.nOn that same row, one always finds 4A = 4 times the AREA of that PT Triangle. The difference between the “b” an “a” sides of the triangle = f.nTogether, 4A + f = c . nnWe know from the Pythagorean Theorem that the sum of the short
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