Identifying Simple Equation in One Variable - JSS1 Mathematics Lesson Note
A simple equation in one variable is an algebraic statement that equates two expressions involving a single variable. The general form of a simple equation in one variable is:
ππ₯+π=0
where π and π are constants, and π₯ is the variable.
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To identify a simple equation in one variable:
It must involve only one variable (typically denoted as π₯, π¦,π‘, etc.).
It should have an equal sign (=) that equates two expressions.
The variable should not appear in any other terms apart from the left and right-hand sides of the equation.
Example:
3π₯β5=10
In this example, 3π₯β5 and 10 are the two expressions being equated, and π₯ is the variable.