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Which property of addition is shown?\newline(d+f)+g=d+(f+g)(d + f) + g = d + (f + g)\newlineChoices:\newline(A) associative\newline(B) commutative\newline(C) identity

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Q. Which property of addition is shown?\newline(d+f)+g=d+(f+g)(d + f) + g = d + (f + g)\newlineChoices:\newline(A) associative\newline(B) commutative\newline(C) identity
  1. Identify Property of Addition: Identify the property of addition shown by the equation (d+f)+g=d+(f+g)(d + f) + g = d + (f + g).\newlineWhen more than two numbers are added, the grouping of the numbers does not affect the sum. This is shown by the ability to add the numbers in any grouped order and still get the same result.
  2. Compare with Addition Properties: Compare the given equation with the properties of addition. The associative property states that the way in which numbers are grouped does not change their sum. This is exactly what is shown in the equation (d+f)+g=d+(f+g)(d + f) + g = d + (f + g), where the grouping of numbers is changed but the sum remains the same.
  3. Match to Correct Property: Match the property to the choices given.\newlineThe associative property is the correct match, which is choice AA associative.

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