Quadratic Equations and Functions
399 resources created by 357 users
This Quadratic Equations and Functions page on GoConqr gathers community-made mind maps, quizzes, flashcards, notes and slides, from factorising and completing the square to the quadratic formula, the discriminant and parabolas. It's built for school students revising a topic and teachers after ready-made material. There are over 370 resources here, including more than 20 quizzes, over 260 mind maps and 50 flashcard decks, almost all at secondary level. Pick a mind map to get your bearings, then test yourself with a quiz.
Top Quadratic Equations and Functions resources
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17 nodesParabolas A parabola is a curve... · The vertex of a parab... · The axis of symmetry ... · In order to determine... · Parabolas can be foun... · References Parabola. ...
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61 nodesQUADRATICS Formulas · Determining the numbe... · Graphing · Completing squares · Factoring
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25 nodesC1 - Quadratic Functions Plotting the graphs o... · Solving quadratic equ... · Completing the square · Solving quadratic equ... · Solving quadratic equ... · Sketching graphs of q...
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73 nodesQuadratic Axis of Symmetry · Vertex · Parabola · Minimun · Maximum · x - intercept
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20 nodesParabolas What is a Parabola? · What is the vertex of... · What is a parabola's ... · What is the equation ... · Images of the graphs ... · Images of parabolas i...
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6 questionsQUADRATIC FORMULA PRACTICE Use the quadratic formula to solve for x.
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10 nodesParabolas What is a parabola? · What is the vertex of... · What is a parabolas a... · What is the equation ...
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11 cardsAlgebra 2 Checkpoint 4.4 - 4.6
Quizzes
See all 34 quizzes-
6 questionsQUADRATIC FORMULA PRACTICE Use the quadratic formula to solve for x.
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11 questionsMath: First Quarter Exam Identification
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5 questionsQuadratic Equations Which of the following equations has both x = −5 and x = 9 as solutions?
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4 questionsquadratics - completing the square
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10 questionsSolve by Completing the Square 8.12.2021 Solve without us fractions. integers and Square Roots. Some have a common factor.
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4 questionsSolving Quadratic Equations What are the zero(s) of this quadratic function?
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6 questionsSquare Roots, Factoring and the Zero Product Property The zero product property can be applied when
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6 questionsGraphs of Quadratic Functions
Mind maps
See all 277 mind maps-
17 nodesParabolas A parabola is a curve... · The vertex of a parab... · The axis of symmetry ... · In order to determine... · Parabolas can be foun... · References Parabola. ...
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61 nodesQUADRATICS Formulas · Determining the numbe... · Graphing · Completing squares · Factoring
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25 nodesC1 - Quadratic Functions Plotting the graphs o... · Solving quadratic equ... · Completing the square · Solving quadratic equ... · Solving quadratic equ... · Sketching graphs of q...
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73 nodesQuadratic Axis of Symmetry · Vertex · Parabola · Minimun · Maximum · x - intercept
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20 nodesParabolas What is a Parabola? · What is the vertex of... · What is a parabola's ... · What is the equation ... · Images of the graphs ... · Images of parabolas i...
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10 nodesParabolas What is a parabola? · What is the vertex of... · What is a parabolas a... · What is the equation ...
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11 nodesSteps For Factoring Quadratic Expressions Is the Coefficient of...
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4 nodesQuadratics Factorising
Flashcards
See all 54 flashcards-
11 cardsAlgebra 2 Checkpoint 4.4 - 4.6
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21 cardsFactoring ax^2 + bx +c Factor each Quadratic
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23 cardsAlgebra 2 Chapter 4 Test Factor. 30x² - 12x
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71 cardsKey Points What steps should you first take in order to rearrange an equation? (3)
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22 cardsQuadratic Equation
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27 cardsquadratics The ml of oil in a tank as a function of time, x, in seconds is given. What is the minimum amount of oil in...
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23 cardsQuadratics
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15 cardsMath flash cards Find the minimum value of f(x) = 2x2 + 3x - 5
Flowcharts
Notes
See all 24 notes-
MM 1/2 Chapter 3 :: Quadratics 3A :: Expanding and Collecting Like Terms General binomial expansion: (a+b)(c+d) = a(c+d) + b(c+d) ...
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Chapter 9 I can- I.D/ graph quadratic functions in the form on y=ax²+ bx+c *All quadratic functions have a domain of 0 Zero of a Function- the value (x,y) at which function crosses the x-axis  ...
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Unit Four Part I- Introduction to Quadratic Functions Unit Four Part I Key Concepts -the relation defined by y=ax2+bx+c is a quadratic relation - the graph of a quadratic equation is called a parabola - the vertex of a parabola is either the minimum or the maximum ...
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Quadratic Functions - created from Mind Map Definition Differences Identifying quadratic functions
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Quadratic Mindmap - created from Mind Map Axis of Symmetry Vertex Parabola
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solving quadratics:factorisation
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QUADRATIC EQUATIONS - created from Mind Map Standard form of the quadratic equation :- ax +bx+c=0, where a=0 ZEROES/ROOTS OF QUADRATIC EQUATION RELATION BETWEEN ZEROES & COEFFICIENT OF A QUADRATIC EQUATION
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Quadratics Y1 Solving quadratics Functions WHAT IS A FUNCTION A function is the relationship with inputs with outputs that helps us map them out. WHAT IS THE DOMAIN? The domain is all the values of x you can input into a function W...
Slides
Topics in Quadratic Equations and Functions
More Mathematics topics
About Quadratic Equations and Functions
GoConqr OriginalWhat the resources cover
This unit is mostly mind maps, with quizzes, flashcard decks, notes, slides and a couple of flowcharts alongside them. Together they cover the main jobs you meet with quadratics: plotting graphs, factorising, completing the square, using the formula, and reading features from a parabola. Exams mentioned in the listed resources include GCSE Maths and A-level Maths.
Where to start
Begin with a overview map. The mind map called QUADRATICS sets out standard form, vertex form and factored form, and shows how to find zeros, the vertex and the axis of symmetry. The mind map C1 - Quadratic Functions follows a typical A-level route: plotting graphs, factorisation and completing the square.
A sensible order
- Read a Parabolas mind map to learn the focus, directrix, vertex and axis of symmetry.
- Work through Steps For Factoring Quadratic Expressions, which asks a series of yes and no questions to pick a method.
- Look at the flowchart on factorising quadratics with a coefficient of x^2 if the leading term is not 1.
- Move on to completing the square and the quadratic formula.
- Finish with the discriminant, which tells you what kind of roots to expect.
Using quizzes and maps together
Read a map, then take a quiz on the same idea. QUADRATIC FORMULA PRACTICE is a set of questions that all ask you to solve for x with the formula. Quizzes such as Graphs of Quadratic Functions and Parabolas suit the graphing side. If you get one wrong, go back to the matching map and read that branch again.
Flashcard decks such as Algebra 2 Checkpoint 4.4 - 4.6 mix square root questions, completing the square and the formula, which makes them handy for quick mixed practice. Notes and slides give worked explanations when a map feels too brief.
Where it fits
This unit sits in the Algebra strand of Mathematics. Its resources were made by GoConqr users, so styles and notation vary. Choose one that suits you, try a quiz, then make your own map or deck of the methods you find hardest.
Frequently asked questions
Which resource should I open first?
Start with the mind map called QUADRATICS. It lays out standard form, vertex form and factored form, and explains how to find zeros, the vertex and the axis of symmetry. After that, a Parabolas mind map adds the focus and directrix, and a quiz lets you check what stuck.
What do the mind maps on this page cover?
There are over 260 of them. They cover parabolas, factorising steps, completing the square, solving by formula, finding roots, maximum and minimum values, and quadratic vocabulary. Several are titled simply Quadratics, so open a few and keep the layout that makes sense to you.
Are the resources free to use?
Yes. Every resource listed here is free to open, study and take, with no account needed. A free account also saves your quiz scores and lets you make your own quizzes, mind maps, flashcards and notes.
Which exams and levels do these suit?
Nearly all the resources are at secondary level, so they suit school students. The listed resources mention GCSE Maths and A-level Maths. Teachers can use the quizzes, slides and flashcards as ready-made material for lessons or revision.
Who made these resources?
They were made by GoConqr users, not by GoConqr itself. More than 300 contributors have added material to this unit, so you will find different teaching styles, notation and levels of detail. If one explanation does not help, try another.
What if I can't find the exact topic I need?
Try a nearby resource first. The discriminant, vertex form, factorising and completing the square each have their own flashcard decks or quizzes. If your topic is still missing, you can build your own mind map, notes or flashcards from what you have learned.