Answer: The answer of this question is x=z.
Transitive Property
For all real numbers x, y, z ,if x=y, y=z then x=z
Transitive Property:
To prove this property suppose x=7a , y=14a/2, z=28a/4
equating x=7a and y=14a/2
we found that y=7a by dividing 14 by 2 so x=7a and y=7a also
Now equating y=14a/2 and z =28/4 we found that z=7a also by dividing 28/4 so in this way x=z
Hence in this way the statement x=z must be true if x=y and y=z which the transitive property says.
It concludes that if x=y and y=z then x=z also.
Learn more about transitive property at https://brainly.com/question/2437149
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