What does the Commutative Property state about addition and multiplication?

The Commutative Property is fundamental in mathematics and states that the order of numbers does not affect the result for both addition and multiplication. For example, when adding two numbers, such as 3 and 4, you can write it as 3 + 4 or 4 + 3, and both will yield the same sum of 7. Similarly, for multiplication, 2 × 5 gives the same product as 5 × 2, which is 10. This property highlights that regardless of how the numbers are arranged, as long as the same numbers are used, the outcome will remain constant.

In contrast, options discussing grouping relate to the Associative Property, which involves the arrangement of numbers without altering their order. The statement about only addition maintaining the same result misrepresents the Commutative Property since it applies equally to multiplication. Finally, the property does not extend to subtraction and division, as changing the order in these operations often changes the result.