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Reframe the solution to the problem statement and analyze if it exactly suits the problem. Write an equation using the algebraic expression and the provided data in the statement and solve it using systematic equation solving techniques Sequentially organize the obtained information. Read the situation clearly a number of times and cite the data, phrases, and keywords.

Identify the unknowns in the situation and assign variables of these unknown quantities. The following are the steps involved to reiterate a situation into a mathematical statement,Ĭonvert the real problem into a mathematical statement and frame it in the form of an algebraic expression that clearly defines the problem situation. So that it clearly illustrates the relationship between the unknown variables and the known information. To handle real-life situations using algebra, we change the given situation into mathematical statements. The applications of linear equations are vast and are applicable in numerous real-life situations. Where a and b are coefficients, x and y are variables, and c is a constant term. The graphical representation of the linear equation is ax + by + c = 0. The equation which has one and two variables is called a linear equation with two variables. The equation which has one degree and one variable is called a linear equation with one variable. Linear equations are classified based on the number of variables.

Here is a detailed discussion of the applications of linear equations and how they will fit in the real world.Ī Linear equation is an algebraic expression that consists of variable and equality sign (=). Mathematical knowledge is usually applied through word problems, and the applications of linear equations are observed on a wide scale to solve such word problems. An equation with a degree of one is termed a linear equation. An algebraic expression consists of variables that are equated to each other using an equal “=” sign, it is called an equation.

There are a number of applications of linear equations in Mathematics and in real life.