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Question:

Is Additive property the same with Properties of Addition?

Im confused with this. Do they mean the same?

Answer:

the additive property is one of the properties of addition. It really doesn't matter. As long as you realize that a+bb+a you should be fine.
I don't think additive property is a standard phrase in mathematics. additive function is a standard phrase; see my link for its meaning. properties of addition is also not itself a standard phrase, though it most likely just means the group/ring properties of addition in the integers/reals/whathaveyou. Since what I've written is probably too high level, here are some rough examples: additive property: the function f(x) x has f(x+y) f(x) + f(y); the addition splits and can be moved outside the function properties of addition: a+0 a for any constant a a+b b+a .
it rather is the COMMUTATIVE property! to help undergo in strategies what they propose, think of with regard to the type you may use the words in real existence. shuttle is to flow around, so it potential a + b b + a associative potential the numbers can affiliate (be grouped) in any order yet quite often they don't flow around! Associative could be: (a + b) + c a + (b + c) you spot how on the left, 'b' is associating (or putting out) with 'a' on a similar time as on the excellent, 'b' is associating with 'c'. undergo in strategies, you're buddies are the group of people you dangle out with. distributive property has to do with multiplication and addition in which you the two distribute the term you're multiplying to each merchandise in parentheses. so, it potential a ( b + c) ab + ac So, you took the 'a' and disbursed it to the two the 'b' and the 'c' on your occasion, distributive property could be: 2 (3 + 4) 2(3) + 2(4) the two is disbursed (to distribute frequently language is to dish out) to each thing in parentheses, that's, the three and the 4. id property for addition continually HAS TO DO WITH THE variety 0 (and for multiplication continually has to do with the variety one) Your id is who/what you're- it would not substitute. in the journey that your call is Sarah, then Sarah is Sarah. in a similar way, the id property is while a variety would not substitute. This in basic terms happens (besides) once you upload 0 to a minimum of something. a + 0 a For multiplication, this in basic terms happens once you multiply soemthing by potential of a million: a (a million) a So, id property is addition: a + 0 a multiplication: a x a million a solid success!!!

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