Q3.
Question
Choose the term that best completes each sentence.
If , then is an example of the (Transitive, Symmetric) property of equality.
Step-by-Step Solution
Verified Answer
If , then is an example of the symmetric property of equality.
1Step 1 – Transitive property of equality.
Transitive property of equality states that, for any real numbers and if , and then .
2Step 2 – Symmetric property of equality.
Symmetric property of equality states that, for any real numbers p and if , then .
3Step 3 – Description of step.
Apply symmetric property of equality to .
4Step 4 – Description of step.
From step 1 and step 2, it can be concluded that the property illustrated in the given statement is symmetric property of equality.
Therefore, symmetric property of equality is illustrated in the given statement.
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Q1.
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