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Maths blog posts | TeachTutti
Discover verified tutors for any subject, age and standard

Discover verified tutors for any subject, age and standard

Student

5 min read

Factorising expressions - GCSE Maths

Learn how to factorise algebraic expressions with this GCSE Maths guide. Covering single brackets, quadratics, and the difference of two squares. Step-by-step examples and quiz questions are provided to test your understanding.

Student

10 min read

Fractions | GCSE Maths Revision

Fractions are used to represent a part of the whole. They appear throughout GCSE Maths as a foundation topic. This guide covers key fraction skills, including simplifying, comparing, converting and calculating. Step-by-step examples and practice questions are included.

Student

5 min read

3d shapes - GCSE Maths

Explore the essential 3D shapes for GCSE Maths, including cubes, cylinders and pyramids. This guide explains key terms like faces, edges and vertices. It shows you how to calculate surface area and volume with easy formulas, visual aids and quiz questions.

Student

4 min read

Graphs of inequalities - GCSE Maths Higher

Learn how to plot inequalities on graphs, interpret shaded regions and understand intersections of inequalities. This article includes step-by-step methods, practical examples and visual illustrations to reinforce learning. Quiz questions are included to test your understanding of graphing inequalities and applying them to real-life scenarios.

Student

7 min read

Multiples and Factors - GCSE Maths

Factors divide exactly into numbers without remainders, while multiples are produced by multiplying numbers together. This guide explains factors, multiples, prime numbers and prime factorisation for GCSE Maths. Detailed examples, including the use of factor trees, demonstrate methods essential for solving problems involving the Highest Common Factor and Lowest Common Multiple.

Student

8 min read

How To Use iteration - GCSE Maths Revision

Iteration is when we approximate solutions to challenging equations. It involves repeatedly applying a formula with an initial starting value, progressively moving towards the correct solution. Understanding this method graphically and numerically helps students confidently tackle related exam questions.