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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‘₯, 𝑦), 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

2π‘Žβˆ’5𝑏+7

12π‘₯βˆ’3

π‘₯+8

 βˆ’3π‘₯+8

2+𝑏

2+𝑐

 

In each example, the expressions contain variables (like 

π‘₯, π‘Ž, 𝑏, and 𝑐) along with numbers and operation symbols.

 

Non-Algebraic Expressions Examples:

7+3

12βˆ’5

8Γ—4

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‘¦βˆ’4β‰ 10

This is not just an algebraic expression; it is an inequality because it includes an inequality sign.

(2+3)Γ—5

This is a numerical expression because it does not contain variables, only numbers and operations.

Recommended: Questions and Answers on Simplifying Algebraic Expressions for JSS1 Mathematics
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