Which statement is an example of the Addition Property of Equality?
If p = q, then p * s = q * s.
If p = q, then p + s = q + s.
If p = q, then p - s = q - s.
p = q (thats just the answer)
so, what does the property say?
The correct statement that represents the Addition Property of Equality is:
"If p = q, then p + s = q + s."
To understand why this statement is an example of the Addition Property of Equality, we first need to understand what the property states. The Addition Property of Equality states that if you have two equal quantities (p = q), then you can add the same value to both sides of the equation and the equation will still be true.
In the given statement, we have an equation "p = q" where p and q are equal. Then, the statement shows that if we add the same value (s) to both sides of the equation, we still maintain the equality. This is why the statement "If p = q, then p + s = q + s" aligns with the Addition Property of Equality.