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MathsMaths219 views·Updated 1 Aug 2026·1 page

Comprehensive List of GCSE Maths Formulas

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Danielle@dvnielle

These are the essential mathematical formulas you'll need for your...

1
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All GCSE Maths formulas – page 1

Essential Maths Formula Reference Sheet

Area and perimeter formulas are your bread and butter for geometry questions. For triangles, use A = ½bh, whilst rectangles are simply A = l × w. Parallelograms follow the same pattern as triangles with A = b × h.

When dealing with circles, remember that circumference = 2πr and area = πr². These pop up constantly in exam questions, so get comfortable switching between radius and diameter measurements.

Volume calculations follow logical patterns too. Any prism's volume equals its cross-sectional area times height, whilst cylinders use V = πr²h. Pyramids and cones are always one-third of their corresponding prism or cylinder volumes.

The Pythagorean theorem a2+b2=c2a² + b² = c² and trigonometric ratios (SOH-CAH-TOA) are absolutely crucial for right-angled triangles. For any triangle, you've got the sine rule and cosine rule as your go-to tools.

Top Tip: Practice substituting numbers into these formulas until it becomes automatic - exam pressure can make you forget the simplest equations!

Advanced formulas like the quadratic formula and compound interest formula might look intimidating, but they're just patterns to memorise. The kinematics equations are essential for physics, connecting velocity, acceleration, and displacement in predictable ways.

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MathsMaths219 views·Updated 1 Aug 2026·1 page

Comprehensive List of GCSE Maths Formulas

user profile picture
Danielle@dvnielle

These are the essential mathematical formulas you'll need for your GCSE and A-Level exams. Master these equations and you'll be sorted for everything from basic geometry to advanced trigonometry and physics calculations.

1
of 1
All GCSE Maths formulas – page 1

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Essential Maths Formula Reference Sheet

Area and perimeter formulas are your bread and butter for geometry questions. For triangles, use A = ½bh, whilst rectangles are simply A = l × w. Parallelograms follow the same pattern as triangles with A = b × h.

When dealing with circles, remember that circumference = 2πr and area = πr². These pop up constantly in exam questions, so get comfortable switching between radius and diameter measurements.

Volume calculations follow logical patterns too. Any prism's volume equals its cross-sectional area times height, whilst cylinders use V = πr²h. Pyramids and cones are always one-third of their corresponding prism or cylinder volumes.

The Pythagorean theorem a2+b2=c2a² + b² = c² and trigonometric ratios (SOH-CAH-TOA) are absolutely crucial for right-angled triangles. For any triangle, you've got the sine rule and cosine rule as your go-to tools.

Top Tip: Practice substituting numbers into these formulas until it becomes automatic - exam pressure can make you forget the simplest equations!

Advanced formulas like the quadratic formula and compound interest formula might look intimidating, but they're just patterns to memorise. The kinematics equations are essential for physics, connecting velocity, acceleration, and displacement in predictable ways.

We thought you’d never ask...

Our AI Companion is a student-focused AI tool that offers more than just answers. Built on millions of Knowunity resources, it provides relevant information, personalised study plans, quizzes, and content directly in the chat, adapting to your individual learning journey.

You can download the app from Google Play Store and Apple App Store.

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Explore essential mathematical concepts including powers, geometry, statistics, and probability. This resource features 65 pages of detailed explanations, diagrams, and examples to enhance your understanding of topics such as right triangles, volume calculations, and data representation. Ideal for students seeking to strengthen their numeracy skills and grasp complex mathematical principles.

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