Define Equation In Math

A value or values we can put in place of a variable such as x that makes the equation true. Also called chemical equation chemistry. An expression or a proposition often algebraic asserting the equality of two quantities.

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The act or process of equating or of being equated.

Define equation in math.

How to use equation in a sentence. In mathematics an equation is a statement that asserts the equality of two expressions which are connected by the equals sign. The state of being equal. An equation says that two things are equal.

The most basic and common algebraic equations in math consist of one or more variables. A symbolic representation showing the kind and amount of the starting materials and products of a reaction. A variable is a letter that is substituted in place of the unknown value. The quantity x 3 to the left of the equals sign is called the left hand or first member of the equation that to the right 5 the right hand or second member.

Illustrated definition of solution. An equation is simply a number sentence with a variable in the place of an unknown value. Equation definition is the act or process of equating. Equation in mathematics a statement usually written in symbols that states the equality of two quantities or algebraic expressions e g x 3 5.

Mathematics a statement asserting the equality of two expressions. Equation definition of equation by the free dictionary. Used with a singular or plural verb mathematical procedures operations or properties. In algebra an equation can be defined as a mathematical statement consisting of an equal symbol between two algebraic expressions that have the same value.

It will have an equals sign like this. Used with a singular verb the systematic treatment of magnitude relationships between figures and forms and relations between quantities expressed symbolically. It can be any letter you want. Illustrated definition of equation.

Equation synonyms equation pronunciation equation translation english dictionary definition of equation.

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