Pythagoreische Tripel in JavaScript
Pythagorean triples triplets in JavaScript
from Heinz Becker © 2000 - 2005
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Only if a is a prime number or the double of them , then You get one result , otherwise more then one All triples of a = 4 n+2 are divisible ! |
How to find all Pythagorean triples of a ? please click here
m | a 2 m = a - 2 ..... and so on the quotient must be integer
if a is even , the quotient must be even , too
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with
marked triples are genuine triples with b < a , otherwise one these are divisible.with
marked triples are genuine triples with a < b , otherwise one these are divisible.and
= radius of the incircle of the pythagorean triangle
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| © Heinz Becker , 24539 Neumünster , Travestr.2 |
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ausgehend haben wollen , so klicken Sie hier an If You need triples from c , then click here |
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