I guess you mean to ask:
'x = x exemplifies what property of the relation of equality?'.
If so, then the answer is:
The reflexive property, which is a property of all equivalence relations.
Two other properties, besides reflexivity, of equivalence relations are:
symmetry and transitivity.
symmetric property of equality
symmetric property of equality
If: 14x = 56Then x = 56/14Therefore: x = 4
Transitive property: If 8 equals x and x equals y, then 8 equals y.
X= x
symmetric property of equality
symmetric property of equality
The reflexive property, which is a property of all equivalence relations. Two other properties, besides reflexivity, of equivalence relations are: symmetry and transitivity.
If: 14x = 56Then x = 56/14Therefore: x = 4
Transitive property: If 8 equals x and x equals y, then 8 equals y.
X= x
Isolate the variable. Get it by itself. 9+11x=89+x 9+11x-1x=89+x-1x Subtraction property of equality 9+10x=89 9+10x-9=89-9 subtraction property of equality 10x=80 x=8 division property of equality.
if x+5=9 than x=4 solved by subtraction property of equality check by substation property 4+5=9
13+x=106 x+13=106 commutative property of addition x+13-13=106-13 additive property of equality x=93 substitution property
transitive property
The property of equality represented in the equation ( x - 12 = y ) leading to ( x = y + 12 ) is the Addition Property of Equality. This property states that if you add the same value to both sides of an equation, the equality remains balanced. In this case, adding 12 to both sides of ( x - 12 = y ) yields ( x = y + 12 ).
By the reflexive property of equality, a number is equal to itself: a = a. For example, 2 = 2, 3 = 3, -3/4 = -3/4 etc. Since x is a variable that represent numbers, then x is equal to itself: x = x. Suppose that x = x is a false statement. If x = 1, by the substitution property of equality, 1 can replace x. So we have 1 = 1 which is a true satement. Therefore, x = x cannot be a false statement. Thus, x = x is true. If: x = x Then: x-x = 0