Distinguishing Algebraic Expressions from Non-Algebraic Expressions - JSS1 Mathematics Lesson Note
An algebraic expression is a mathematical phrase that can include numbers, variables (like π₯, π¦), and operation symbols (such as +, -, *, /). Algebraic expressions do not include equality or inequality signs (those are part of equations or inequalities).
A non-algebraic expression does not contain variables; it only includes numbers and operations.
Algebraic Expressions Examples:
3π₯+4
2πβ5π+7
12π₯β3
π₯+8
β3π₯+8
2+π
2+π
In each example, the expressions contain variables (like
π₯, π, π, and π) along with numbers and operation symbols.
Non-Algebraic Expressions Examples:
7+3
12β5
8Γ4
100/25
These expressions only contain numbers and operations, without any variables.
Mixed Example Analysis:
5π₯+7=12
This is not just an algebraic expression; it is an equation because it includes an equality sign.
3π¦β4β 10
This is not just an algebraic expression; it is an inequality because it includes an inequality sign.
(2+3)Γ5
This is a numerical expression because it does not contain variables, only numbers and operations.