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Which property justifies the statement?


If x = y + 2 and y + 2 = 8, then x = 8.


Transitive Property of Equality


Addition Property of Equality


Symmetric Property of Equality


Subtraction Property of Equality

Verified Answer :

transitive property of equality because you substituted x by 8

Riia

In tis question it is given that,

If x = y + 2 and y + 2 = 8, then x = 8.

Let's check out transitive property  which states that

If

\(a=b \ and \ b=c\)

Then,

\(a=c\)

In this question,

\(a=x , b=y+2,c=2\)

SO we can say that the given expression follows transitive property of equality .

And the correct option is the first option .