An equality.
Equivalent expressions.
If both equations can be simplified to the same value, they are equal.
The same overall value.
You can have infinitely many mathematical expressions that equal 13. Or any other given number. For example, 13 + 0, 12 + 1, 11 + 2, etc., then 0 + 13, - 1 + 14, -2 + 15, etc. ... there you have infinitely many. You can make up lots of other types of expressions that give the same result.
2+2 = 2*2 = 2^2 all simplify to 4. But there is no special name for the three expressions.
A mathematical statement asserting that two expressions are equal in value can be represented as an equation. For example, if we have the expressions (2x + 3) and (7), we can write the statement as (2x + 3 = 7). This indicates that for certain values of (x), both expressions yield the same result.
The mathematical statement of equality is represented by the symbol "=" and is used to show that two expressions are equivalent or have the same value. It signifies that the quantity on the left side of the symbol is exactly the same as the quantity on the right side.
When two expressions are equal to each other they form an equation.
Two expressions set equal to each other are called an equation. An equation represents a mathematical statement asserting that the values of the two expressions are the same. Solving an equation involves finding the value(s) of the variable(s) that make the equation true.
An equation, or, perhaps an equality. 5X - 5 = 20 this equation has the same value that will satisfy it, with some manipulation this is two expressions having the same value 10 - 6 = 2 + 2
They are called: Identical equations or IdentitiesSee: http://www.tutorvista.com/search/value-algebraic-expressions-33 - -7 = ss = -26
Equivalent expressions.
Yes, numerical expressions can have the same value. For example, the expressions 2+3 and 5 both have the value of 5. Similarly, the expressions 2x3 and 6 both have the value of 6. In general, any two numerical expressions that evaluate to the same number will have the same value.
Three equivalent expressions are different mathematical representations that yield the same value. For example, the expressions (2 + 2), (4), and (8 - 4) all represent the same quantity, which is 4. These forms can vary in their structure but maintain equality in their outcomes.
The property described in the statement is known as the "Subtraction Property of Equality." This property states that if you have two equal quantities, and you subtract the same amount from both, the results will still be equal. In mathematical terms, if ( a = b ), then ( a - c = b - c ) for any value ( c ). This property is fundamental in solving equations and maintaining equality in mathematical expressions.
A mathematical sentence that compares expressions that are not equal can be written as (3x + 2 \neq 5). This means that the expression (3x + 2) does not have the same value as 5 for any value of (x) that satisfies the equation. For example, if (x = 1), then (3(1) + 2 = 5), but the inequality indicates that this is not a valid solution. Thus, the comparison shows that the two expressions yield different results under certain conditions.
equivalent