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I assume you mean, in an equation. Such a number is called a "solution" or a "root" of the equation.

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Q: A number that produces a true statement when substituted?
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Related questions

What is a number that when substituted in an equation makes a true statement?

A solution or root makes a true statement when substituted in an equation.


What number when substituted in an open sentence make a true statement?

Not if the statement is inexplicable in numerical terms, and not always when it is.


What is a number that produces a true statement?

An example of a true statement in algebra is x=x


If a number is substituted for a variable in an equation and the resulting statement is true then what is the number called?

The number is called a solution.


A number when substituted in an open sentence makes a true statement what is it called?

Solution or a root


What are linear inequalities in two variables?

The solution of a linear inequality in two variables like Ax + By > C is an ordered pair (x, y) that produces a true statement when the values of x and y are substituted into the inequality.


What do you call the numerical value that gives a true statement when it is substituted for the variable in the equation?

You call that a "solution" of the equation.


When both variables cancel in a linear equation leaving you with a true statement. How should this be interpereted?

It means that whatever you have substituted is the solution of the given linear equation. Or you have substituted the equation in itself.


What does all values of x are solutions mean?

Each value of x, when substituted in the equation, will give a true statement.


What is the solution for x when x equals 5?

The 'solution' of an equation is the number which, when substitutedfor the variable, makes the equation a true statement.You have said: [ x = 5 ] .We claim that the solution is '5', because when '5' is substituted for 'x',the equation reads5 = 5and that's a true statement.


What makes number makes this statement 86.45cm true?

No number, by itself, makes it true.


Is the statement the greatest common factor of a prime number and composite number is a prime number True?

No, that's not true.