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Linear Equations and Inequalities

448 resources created by 343 users

This Linear Equations and Inequalities page on GoConqr gathers community-made quizzes, mind maps, flashcards and notes, from one-step equations and slope-intercept form to simultaneous equations and quadratic inequalities. It's built for school students revising a topic and teachers after ready-made material. There are over 400 resources here, including more than 90 quizzes, over 170 mind maps and more than 80 flashcard decks, almost all at secondary level. Pick a topic, try a quiz to find your gaps, then make your own revision sets.

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About Linear Equations and Inequalities

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What the resources cover

The page spans the whole path from simple equations to graphs and systems. Flashcard decks such as Solving simple equations and Multi-Step equations cover the basics, with worked examples like 5x+4=24. Further along, there are resources on equations of lines, slope, inequalities, absolute value and simultaneous equations.

Where to start

  1. Begin with Solving simple equations or Two-Step Equations to build the habit of balancing both sides.
  2. Move to Multi-Step equations and Solving Equations with Variables on Both Sides.
  3. Try the Slope-Intercept Form quiz, which asks you to find the graph or equation of a line from its slope and y-intercept.
  4. Finish with Simultaneous Equations, Solving inequalities and Graphing Linear Equations.

Using quizzes and maps together

Start with a mind map to see how the ideas connect. The Equation of a Line map sets out slope-intercept form, point-slope form and standard form side by side. Then take a quiz to test whether you can apply each form. Return to the map for anything you got wrong.

There is also a large group of maps on pair of linear equations in two variables. Several are labelled for CBSE Class 10, so students on that course will find plenty to compare. Other resources mention GCSE Maths, including the deck Algebra GSCE.

Absolute value and inequalities

The quiz 2.5 - 2.7 Review works through absolute value expressions step by step, such as evaluating |2t - 3| + 9. For inequalities, look at Writing Inequalities, Inequalities - 2 variables and Pre-Test on Inequalities.

Where this fits

This unit sits in the Algebra strand of Mathematics. Teachers can use the pre-tests and bonus quizzes as ready-made checks, while students can use the notes as quick reminders.

Choose one resource that matches what you are studying now, work through it, and then try making a flashcard deck of your own.

Frequently asked questions

Which resource should I open first?

If equations are new to you, open the flashcards Solving simple equations or the quiz Two-Step Equations. If you already solve equations comfortably, the Slope-Intercept Form quiz is a good next step because it moves into graphs and lines.

What do the mind maps on this page cover?

They cover equations of a line, simultaneous equations, slope, parallel and perpendicular lines, quadratic inequalities and solving problems with inequalities. There are over 170 mind maps, and many focus on pairs of linear equations in two variables.

Are the resources free to use?

Yes. Every resource listed here is free to open, study and take, with no account needed. They were made by GoConqr users rather than by GoConqr itself, so styles and depth vary from one resource to the next.

Which levels and exams do these suit?

Almost all of the resources are at secondary level, so they suit school students and their teachers. Some mention CBSE, CBSE Class 10 or GCSE Maths, so students on those courses can look for matching titles.

Can I save my quiz scores or make my own sets?

A free account saves your quiz scores and lets you make your own quizzes, mind maps, flashcards and notes. This is useful if you want to turn a topic you find tricky, such as inequalities, into a revision set.

What if I cannot find the topic I need?

Try a nearby title first. Slope, graphing, equations of lines and inequalities each have several quizzes, notes and decks. If a topic is still missing, you can build your own mind map or flashcards and fill the gap yourself.

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