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Which equation shows the associative property of addition?\newlineChoices:\newline(A) t+u=u+tt + u = u + t\newline(B) t=u+v+wt = u + v + w\newline(C) t+(u+v)=(t+u)+vt + (u + v) = (t + u) + v\newline(D) t+u=vt + u = v

Full solution

Q. Which equation shows the associative property of addition?\newlineChoices:\newline(A) t+u=u+tt + u = u + t\newline(B) t=u+v+wt = u + v + w\newline(C) t+(u+v)=(t+u)+vt + (u + v) = (t + u) + v\newline(D) t+u=vt + u = v
  1. Understand Associative Property: Step 11: Understand the associative property of addition. The associative property states that the way in which numbers are grouped in an addition problem does not change the sum. The mathematical form is (a+b)+c=a+(b+c)(a + b) + c = a + (b + c).
  2. Analyze Choices: Step 22: Analyze each choice to see which matches the associative property format:\newline(A) t+u=u+tt + u = u + t - This shows the commutative property, not associative.\newline(B) t=u+v+wt = u + v + w - This does not show any grouping changes.\newline(C) t+(u+v)=(t+u)+vt + (u + v) = (t + u) + v - This matches the associative property format.\newline(D) t+u=vt + u = v - This is just an equation, not showing any property of addition.
  3. Select Correct Answer: Step 33: Select the correct answer based on the analysis in Step 22. Choice (C) is the only option that correctly represents the associative property of addition.

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