If the "comparison symbol" is the equal sign, it is called an "equation". If the symbol is less than, greater than, less-than-or-equal, or greater-than-or-equal, it's called an "inequality".
Two expressions that are equal are called "equivalent expressions." These expressions yield the same value for all values of their variables. In mathematics, this concept is essential for solving equations and simplifying expressions.
A mathematical sentence consists of combined expressions using a comparison operator. It also creates a relationship between two expressions to create facts.
A mathematical sentence that compares expressions using symbols is called an inequality. Inequalities use symbols such as < (less than), > (greater than), ≤ (less than or equal to), and ≥ (greater than or equal to) to compare two values or expressions. For example, the inequality (3x + 2 > 5) indicates that the expression (3x + 2) is greater than 5 for certain values of (x). This allows for a range of solutions rather than a single definitive outcome.
equation
An equality.
an inequality
Depending on the comparison operator used, that's either an equation, or an inequality.
The condition.
Two expressions that are equal are called "equivalent expressions." These expressions yield the same value for all values of their variables. In mathematics, this concept is essential for solving equations and simplifying expressions.
The comparison of two objects that are unlike each other is called a:
A mathematical sentence consists of combined expressions using a comparison operator. It also creates a relationship between two expressions to create facts.
A statement that equates two equivalent expressions is called an Identity.
It is a set of three expressions , two variable and one constant. There are no operations defined for them, not any symbols of equality or inequality.
Two expressions. Two expressions. Two expressions. Two expressions.
A mathematical sentence that compares expressions using symbols is called an inequality. Inequalities use symbols such as < (less than), > (greater than), ≤ (less than or equal to), and ≥ (greater than or equal to) to compare two values or expressions. For example, the inequality (3x + 2 > 5) indicates that the expression (3x + 2) is greater than 5 for certain values of (x). This allows for a range of solutions rather than a single definitive outcome.
An equation.
An equation.