SergiusPaulus
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The commutative property of math only works with addition and multiplication where a+b=b+a or axb = bxa. It doesn’t work with subtraction. You get two values. But the two values are constantly the positive and negative of the same number. Is there a purpose for needing 2 values that would support this concept? a-b b-a are not equal. I’m thinking of quantum mechanics mentioning superposition allowing for 2 values/states simultaneously. We wouldn’t know the value until measured?
Another thought of math is incorporating a third number in a fraction where a/b/c. Is there a purpose for such?
Another thought of math is incorporating a third number in a fraction where a/b/c. Is there a purpose for such?