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Course / Category - 10th


Concept Detail
Maths / Linear Equations in Two Variables / Representing an Equation in one variable on a graph
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             Representing an Equation in One Variable on a Graph 

An equation in one variable can be easily represented on a number line by plotting the value of the variable on it. We can also represent the equation on a graph by considering the coefficient of the missing variable as zero, and then assuming the different values of the missing variable we can find the solutions and then plot the solutions on the graph.

Illustration: Plot the equation x= 4 on the graph

Solution: Let the coefficient of the missing variable be zero. The equation can be written as  ;   x + 0y = 4

For y=2 , the equation becomes x + 0(2)=4 or x = 4

For y=4 , the equation becomes x + 0(4)=4 or x = 4

For y=6 , the equation becomes x + 0(6)=4 or x = 4

So (4,2), (4,4) and (4,6) are the solution of the equation plotting them on the graph we get

We get a line parallel to Y- Axis

Similarly if we plot the equation y=4,  we get a line parallel to X- Axis

We can further generalize that an equation in one variable represents a line parallel to the axis whose variable is missing in the equation.


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