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Circle
Enter a circle's radius and get its area, circumference and diameter at once. Uses π to full precision for geometry, crafts and engineering.
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💡 Good to know: π's digits never repeat or end, yet only ~39 of them suffice to compute the observable universe's circumference to atomic precision.
Worked example
Area: 78.539816 · Circumference: 31.415927 · Diameter: 10
How it’s solved
Worked on the example above, step by step — follow along and you can do it on paper next time, no tool required.
- A circle is set by its radius r. Area grows with the square of r; the circumference grows straight with r.
- Area = π × r²
π × 5² = 78.539816 - Circumference = 2 × π × r
2 × π × 5 = 31.415927 - Diameter = 2 × r
2 × 5 = 10
Learn the method
Inputs
- Radius
5
Frequently asked
What are the formulas?
Area = πr², circumference = 2πr, diameter = 2r.
Can I start from the diameter?
Halve the diameter to get the radius, then enter that here.