Last updated on Nov 04, 2026

Inequalities (AQA GCSE Maths): Quizzes

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Inequalities

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What does the symbol $\geq$ mean?

Greater than or equal to

What does the symbol $<$ mean?

Less than

When must you flip the inequality sign?

When multiplying/dividing by negative

If $5 > 3$ , what happens when you multiply both sides by $-1$ ?

$-5 < -3$ (sign flips)

Which circle type is used for strict inequalities ( $>$ or $<$ ) on a number line?

Open circle

For $-4 < x \leq 3$ , which circles are used at $-4$ and $3$ ?

Open at $-4$ , closed at $3$

If $x^2 > a^2$ , what is the solution?

$x > a$ or $x < -a$

If $x^2 < a^2$ , what is the solution?

$-a < x < a$

When does a parabola open upward?

Positive $x^2$ coefficient

To solve where a quadratic is $> 0$ graphically, where do you look?

Where graph is above x-axis

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Inequalities (AQA GCSE Maths): Quizzes

Practise the questions

What does the symbol ≥\geq≥ mean?

What does the symbol <<< mean?

When must you flip the inequality sign?

If 5>35 > 35>3, what happens when you multiply both sides by −1-1−1?

Which circle type is used for strict inequalities (>>> or <<<) on a number line?

For −4<x≤3-4 < x \leq 3−4<x≤3, which circles are used at −4-4−4 and 333?

If x2>a2x^2 > a^2x2>a2, what is the solution?

If x2<a2x^2 < a^2x2<a2, what is the solution?

When does a parabola open upward?

To solve where a quadratic is >0> 0>0 graphically, where do you look?

Explore AQA GCSE Maths Revision Notes by Topics

Algebra Basics

Powers and Roots

Multiplying Out Brackets

Factorising

Manipulating Surds

Solving Equations

Rearranging Formulas

Factorising Quadratics

The Quadratic Formula

Completing the Square

Algebraic Fractions

Sequences

Inequalities

Graphical Inequalities

Iterative Methods

Simultaneous Equations

The Quadratic Formula

Completing the Square

Algebraic Fractions

Sequences

Inequalities

Graphical Inequalities

Iterative Methods

Simultaneous Equations

Proof

Functions

Explore AQA GCSE Maths Model Answers by Topics

Algebra Basics

Powers and Roots

Multiplying Out Brackets

Factorising

Manipulating Surds

Solving Equations

Rearranging Formulas

Factorising Quadratics

The Quadratic Formula

Completing the Square

Algebraic Fractions

Sequences

Inequalities

Graphical Inequalities

Iterative Methods

Simultaneous Equations

The Quadratic Formula

Completing the Square

Algebraic Fractions

Sequences

Inequalities

Graphical Inequalities

Iterative Methods

Simultaneous Equations

Proof

Functions

Explore AQA GCSE Maths Flashcards by Topics

Algebra Basics

Powers and Roots

Multiplying Out Brackets

Factorising

Manipulating Surds

Solving Equations

Rearranging Formulas

Factorising Quadratics

The Quadratic Formula

Completing the Square

Algebraic Fractions

Sequences

Inequalities

What does the symbol $\geq$ mean?

What does the symbol $<$ mean?

If $5 > 3$ , what happens when you multiply both sides by $-1$ ?

Which circle type is used for strict inequalities ( $>$ or $<$ ) on a number line?

For $-4 < x \leq 3$ , which circles are used at $-4$ and $3$ ?

If $x^2 > a^2$ , what is the solution?

If $x^2 < a^2$ , what is the solution?

To solve where a quadratic is $> 0$ graphically, where do you look?