It is essential to know the significant differences between constants and variables before we learn about equations. These terms are used majorly in algebra. Hence it very necessary for us to differentiate between these two.
Definition of Constant and Variables
Constant: A constant can be defined as a fixed value, which is used in algebraic expressions and equations. A constant does not change over time and has a fixed value. For example, the size of a shoe or cloth or any apparel will not change at any point.
In an algebraic expression, x+y = 8, 8 is a constant value, and it cannot be changed.
Variables: Variables are the terms which can change or vary over time. It does not remain constant, unlike constant. For example, the height and weight of a person do not remain constant always, and hence they are variables.
In an algebraic expression, x+y = 8, x and y are the variables and can be changed.
Let us figure out the other key differences between constants and variables.
What is the Difference between Constant and Variables?
These are primarily symbols that act as placeholders for a certain value. Variables are primarily represented in letters and do not have a fixed value attached to them. The value of a variable is unique and can change from one scenario to the other. Variables along with constants are used mainly in algebraic expressions. The difference between the two is given in a tabular form, check out the tabular column below:
Difference Between Constants and Variables | |
---|---|
Constant | Variables |
A constant does not change its value over time. | A variable, on the other hand, changes its value dependent on the equation. |
Constants are usually written in numbers. | Variables are specially written in letters or symbols. |
Constants usually represent the known values in an equation, expression or in line of programming. | Variables, on the other hand, represent the unknown values. |
Constants are used in computer programming. | Variables also have its uses in computer programming and applications. |
Solved Examples
1. What is the value of x in the given equation x+10=5
Solution: Given,
x+10 = 5
x = 5-10
x = -5
2. Find constant and variables in the given expression.
(i) 3x = 9
(ii) x – y = -10
Solution:
(i) In 3x = 9,
x is the variable and 9 is the constant.
If we further simplify the equation,
3x = 9
x = 9/3 = 3
then x is the variable and 3 is the constant.
(ii) x-y = -10
Here, x and y are the variables and -10 is the constant value.
Practice Questions on Difference Between Constant & Variables
Q.1: Find the value of x for the following equations:
(i) 2x+3 = 10
(ii) 10 x = 100
Q.2: Find out the variables and constant for the following expressions.
(i) 3x+2 = 10
(ii) x+y = y + 9
Frequently Asked Questions – FAQs
What is the major difference between variables and constant?
What are constants? Give an example
What are the variables? Give an example
What is an algebraic expression?
Thus, these are some of the significant differences between constant and variable. To know more about Math-related topics, download the BYJU’S app today!
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