A double-sided PDF worksheet with questions and answers on Quadratics. The worksheet has skill and mastery questions and a full marking grid so students have a gap-analysis of what they understand and what they need to improve.
Suitable for higher GCSE.
The download includes the Questions PDF and the Answers PDF.
Topics included:
Expand/Factorise (x^2 + bx + c)
Solve (x^2 + bx + c)
Expand/Factorise (ax^2 + bx + c)
Solve (ax^2 + bx + c)
Quadratic Formula
Completing The Square
Skill Questions:
Expand (x + a)(x + b)
Expand (x – a)(x – b)
Expand (x + a)(x – b)
Expand (x – a)^2
Factorise x^2 + bx + c
Factorise x^2 – bx + c
Factorise x^2 ± bx – c
Factorise x^2 – c (Difference of Two Squares)
Solve Basic Quadratic ax^2 = c
Solve Basic Quadratic ax^2 + c = d
Find Roots (Solve) Difference of Two Squares Algebraically x^2 – c
Solve (a = 1) Quadratic Algebraically x^2 + bx + c = 0
Solve (a = 1) Quadratic Algebraically x^2 – bx + c = 0
Solve (a = 1) Quadratic Algebraically x^2 ± bx – c = 0
Expand (cx + a)(dx + b)
Expand (cx – a)(dx – b)
Expand (cx + a)(dx – b)
Factorise (a > 1 and a = prime) Quadratic Algebraically ax^2 + bx + c = 0
Factorise (a > 1 and a = prime) Quadratic Algebraically ax^2 – bx + c = 0
Factorise (a > 1 and a = prime) Quadratic Algebraically ax^2 ± bx – c = 0
Factorise (a > 1 and a not prime) Quadratic Algebraically ax^2 + bx + c = 0
Factorise (a > 1 and a not prime) Quadratic Algebraically ax^2 – bx + c = 0
Factorise (a > 1 and a not prime) Quadratic Algebraically ax^2 ± bx – c = 0
Solve (a > 1 and a = prime) Quadratic Algebraically ax^2 + bx + c = 0
Solve (a > 1 and a = prime) Quadratic Algebraically ax^2 – bx + c = 0
Solve (a > 1 and a = prime) Quadratic Algebraically ax^2 ± bx + c = 0
Solve (a > 1 and a not prime) Quadratic Algebraically ax^2 + bx + c = 0
Solve (a > 1 and a not prime) Quadratic Algebraically ax^2 – bx + c = 0
Solve (a > 1 and a not prime) Quadratic Algebraically ax^2 ± bx – c = 0
Solve ax^2 + bx + c = 0
Solve -ax^2 + bx – c = 0
Solve ax^2 – bx – c = 0
Solve x^2 + bx + c = 0
Solve x^2 – bx + c = 0
Solve x^2 + bx – c = 0
Complete The Square For x^2 + bx + c
Complete The Square For x^2 – bx – c
Complete The Square For ax^2 + bx + c
Complete The Square For ax^2 – bx – c
Solve By Completing The Square For x^2 + bx + c (as surd)
Solve By Completing The Square For ax^2 – bx – c (as surd)
Mastery Questions:
Expression For Area of Rectangle With Quadratic Algebra
Find x From Area Of Square Involving Forming And Solving Quadratic
Find x From Angles In Triangle Involving Forming And Solving Quadratic
Use Difference Of Two Squares To Find Numbered Multiplication
Find Shaded Area Expression Involving Two Expansions
Rearrange And Solve Quadratic
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Quadratics PowerPoints, Worksheets + Answers (Higher GCSE) Complete Pack
If you are teaching **Quadratics** on the **Higher Tier** this bundle includes all you need. ⠀ ⠀ **PowerPoints** include: → model solutions to key questions in the topic, followed by questions for the students to do. → full working out and answers for all questions so students can identify where they have made mistakes. → **skill** and **mastery** questions so students can understand the basics whilst also mastering the topic. ⠀ ⠀ **Worksheets** include: → a double-sided PDF worksheet with **questions and answers**. → **skill** and **mastery** questions to secure initial understanding and then explore deeper understanding. → Full marking grids are included so students have a **gap-analysis** of what they understand and what they need to improve in each topic area. → Each worksheet can be used for classwork, homework or assessment. ⠀ ⠀ ✰ We have worksheets for all the other parts of the Higher and Foundation GCSE spec. Check out our shop for more information.
Algebra Worksheets + Answers (Higher GCSE) Complete Pack
This bundle covers all **Higher GCSE Algebra** content. → Topics include a double-sided PDF worksheet with **questions and answers**. → Each worksheet includes **skill** and **mastery** questions to secure initial understanding and then explore deeper understanding. → Full marking grids are included so students have a **gap-analysis** of what they understand and what they need to improve in each topic area. → Each worksheet can be used for classwork, homework or assessment. → We have worksheet bundles for all the other parts of the Higher and Foundation GCSE spec. Check out our shop for more information. The worksheets cover: ✰ Solving Linear Equations ✰ Straight-Line Graphs ✰ Expand/Factorise Linear ✰ Real-Life Graphs ✰ Inequalities ✰ Sequences ✰ Algebraic Indices ✰ Formulae ✰ Simultaneous Equations ✰ Quadratics ✰ Non-Linear Graphs ✰ Algebraic Fractions ✰ Function Notation
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