Question

Which of the following statements represents an example of the Transitive Property of Equality?

a. If mZA = m2B + m2C, then mzB = mZA - mzC.
b. If mZA + m2B = mZC, then mZC = mZA + m2B.
c. If MZA = m2B and mzB = mzC, then mZA = m2C.
d. If mZA = mZB and mzB = mZA, then mZA = m2B.

Answer 1

The example of the Transitive Property of Equality is statement (c), which states if mZA equals m2B and m2B equals m2C, then mZA must equal m2C.

Step-by-step explanation:

The question is about identifying an example of the Transitive Property of Equality from the given statements. The Transitive Property of Equality states that if one quantity equals a second, and the second quantity equals a third, then the first and third quantities are also equal. Out of the provided options, statement (c) 'If mZA = m2B and m2B = m2C, then mZA = m2C' is a perfect example of this property. It shows that if measurement mZA is equal to m2B, and m2B is equal to m2C, then it must be true that mZA is equal to m2C.