Skip to main content

Geometry Formula Reference Pack

A richer geometry reference pack covering area, perimeter, circles, and triangle methods with unit reminders and method-selection guidance.

Filename: geometry-formula-reference-pack.pdfFile size: 3 KB

Formula highlights

Circle area
A = pi r^2
Sphere volume
V = 4/3 pi r^3

What this pack is for

Use this pack when you need a printable geometry summary that separates boundary length, enclosed area, and the formulas that connect common flat shapes.

Area versus perimeter

  • Perimeter -> boundary length
  • Area -> enclosed surface
  • Keep linear and squared units distinct

Common formulas

  • Rectangle area: l x w
  • Rectangle perimeter: 2(l + w)
  • Circle area: pi r^2
  • Circumference: 2pi r
  • Triangle area: 0.5 x base x height

Worked examples

A 6 m by 4 m rectangle has area 24 m^2 and perimeter 20 m.

A circle of radius 3 cm has circumference 6pi cm and area 9pi cm^2.

Quick reminders

  • Convert dimensions to a common unit before calculating.
  • Composite shapes are often best split into simpler known shapes.
Related calculators

Use the formulas in live tools.

Featured

Circle Area Calculator

Use the Circle Area Calculator to calculate circle area from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen

Circle Circumference Calculator

Use the Circle Circumference Calculator to calculate circle circumference from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen

Rectangle Area Calculator

Use the Rectangle Area Calculator to calculate rectangle area from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen

Rectangle Perimeter Calculator

Use the Rectangle Perimeter Calculator to calculate rectangle perimeter from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen

Triangle Area Calculator

Use the Triangle Area Calculator to calculate triangle area from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen

Cone Volume Calculator

Use the Cone Volume Calculator to calculate cone volume from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen

Cylinder Volume Calculator

Use the Cylinder Volume Calculator to calculate cylinder volume from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen

Sphere Volume Calculator

Use the Sphere Volume Calculator to calculate sphere volume from the measurements you enter, with clear formulas and consistent units.

Geometry & TrigonometryOpen
More downloads

Continue the topic cluster.

Guide cluster

Related reading around the same topic.

Geometry & TrigonometryGuide

Area and Perimeter Fundamentals

A stronger geometry guide to area and perimeter, focused on choosing the correct measurement, keeping units consistent, and using decomposition when a shape is not already in textbook form.

Students, DIY users, and professionals measuring space, edges, or coverage who need to know whether the question is about boundary length, enclosed surface, or both.Read guide
Geometry & TrigonometryGuide

3D Shapes: Surface Area and Volume

A deeper guide to volume and surface-area formulas for cones, cylinders, and spheres, with emphasis on choosing the right quantity and understanding what the dimensions mean physically.

Learners, designers, and DIY users who need to estimate capacity, material coverage, or curved-surface dimensions for common solids.Read guide
Geometry & Trigonometry

Angles and Radians

A more complete guide to degrees and radians, including why radians are natural in higher maths and physics, how to convert cleanly, and when each unit is preferred.

Students and technical users moving between everyday angle language and the radian-based formulas common in calculus, trigonometry, and engineering.Read guide
Geometry & TrigonometryFlagship guide

Triangle Methods

A stronger guide to right-triangle relationships, triangle area methods, and Heron’s formula, with emphasis on choosing the method that matches the information you actually have.

Students and practical users who meet triangle geometry in surveying, construction, trigonometry preparation, and coordinate problems.Read guide