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Distributive Properties
a (b + c) = ab + ac
(a + b) c = ac + bc
Why is this property considered one of the most important in mathematics?
Identity Properties
Let n be a number.
0 + n = n + 0 = n
n • 1 = 1 • n = n
Does this property also work for subtraction and division?
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I've no idea why the questioner thinks it's more important. Most number analysis would fall apart if any axiom were dropped
1/n is not n. 1 - n is not n so the identity property doesn't hold.
Bob
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I've no idea why the questioner thinks it's more important. Most number analysis would fall apart if any axiom were dropped
1/n is not n. 1 - n is not n so the identity property doesn't hold.
Bob
Can it be that perhaps distributive properties are often needed to remove parentheses, a skill often ignored by students?
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