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Which is the best definition of the substitution property of equality? The property that states that you can substitute a certain value into an expression and a true statement will result. The property that states that multiplying both sides of an equation by the same number will keep the equation in balance. The property that states that the order of equality does not matter. The property that states that adding the same number to both sides of an equation will keep the equation in balance.

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The best definition of the substitution property of equality is " The property that states that you can substitute a certain value into an expression and a true statement will result"

The substitution property states that if value of variable x is equal to the value of the variable y, then y can be substitute in the place of the x.

In other words if the value of a is equal to the value of b, and the value of b is equal to the value of c, then the value of a will be equal to c. then a can substitute in the place of b and c and vice versa.

Hence, the best definition of the substitution property of equality is " The property that states that you can substitute a certain value into an expression and a true statement will result"

Learn more about substitution property here

brainly.com/question/2581775

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