What type of property is this? (9*-4) * 7 = 7 * (9*-4)

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What type of property is this? (9*-4) * 7 = 7 * (9*-4)

Mathematics
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its equal to itself
Have a paper that says commutative, associate, identity, inverse, and distributive.
i think identity then

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Notice that inside the parentheses, the 9 * (-4) remained the same. Think of 9 * (-4) as y. What property does y * 7 = 7 * y show?
because if its equal to itself then its identical
well if u divide both sides by 7 then u have y = y
Commutative multiplication?
All that changed was the order of the multiplication. Commutative: you can change order Associative: you can change grouping Identity: a * 1 = a (it's a property of 1 in multiplication). Inverse: a * 1/a = 1 (reciprocals) Distributive: a(b + c) = ab + ac
Correct. To me it looks like the commutative property of multiplication.
Thank you. That's what I had. Just wanted to double check.
You're welcome.

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