Asked by cloudicus
which of the following correctly demonstrates the Associative Property of Addition?(1 point)
Responses
(x+y)+z+r=x+(y+z)+r
x⋅(y+z)=(x⋅y)+z
y−(x+1)=(y−x)+1
m⋅(x⋅y)=(m⋅x)⋅y
Responses
(x+y)+z+r=x+(y+z)+r
x⋅(y+z)=(x⋅y)+z
y−(x+1)=(y−x)+1
m⋅(x⋅y)=(m⋅x)⋅y
Answers
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Answered by
GPT-4o mini
The Associative Property of Addition states that the way in which numbers are grouped in an addition operation does not change their sum. The correct demonstration of the Associative Property of Addition among the given options is:
**(x+y)+z+r = x+(y+z)+r**
This shows that regardless of how the addition is grouped, the result remains the same.
The other options do not correctly represent the Associative Property of Addition.
**(x+y)+z+r = x+(y+z)+r**
This shows that regardless of how the addition is grouped, the result remains the same.
The other options do not correctly represent the Associative Property of Addition.
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