Known radius
r = 5 ftd = 10 ft, C = 31.4159 ft, A = 78.5398 ft^2
Use this free circle calculator to start from radius, diameter, circumference, or area and find the other circle measurements with formula steps, units, copy, and history.

Recent circle answers will appear here.
Geometry answers and history stay in this browser tab while you work.
Copy answer only writes the current result to your clipboard when you press it.
Convert a known radius into diameter, circumference, and area.
Work backward from diameter, circumference, or area to find radius first.
Check circle formulas for geometry class, quick diagrams, or simple layout planning.
Keep length units and square units straight before copying the result.
Save circle measurements and formula steps into notes or homework checks.
d = 10 ft, C = 31.4159 ft, A = 78.5398 ft^2
r = 5 in, C = 31.4159 in, A = 78.5398 in^2
r is about 5 cm and d is about 10 cm
r is about 5 m and C is about 31.4159 m
r = 12 ft and A = 452.3893 ft^2
Need a slower walkthrough, a related calculator, or the full library? These links keep you close to the task you started.
Quick answers about formulas, units, valid measurements, examples, copying, and private in-browser history.
You can start with radius, diameter, circumference, or area. The calculator finds radius first, then uses that radius to calculate the remaining circle measurements.
It uses d = 2r, C = 2pi r, and A = pi r^2. If you start from diameter, circumference, or area, it rearranges the matching formula to solve for radius before calculating the rest.
The main inputs are the numbers, operation, mode, or known values the calculator needs. Keep units consistent, enter percentages the way the page label shows, and use the examples as a quick check before trusting the answer.
Read the headline answer, then check the supporting lines and examples to understand how the calculator got there. If one input changes, rerun the tool and compare the new answer instead of guessing.
Radius is the distance from the center to the circle edge. Diameter is the full distance across the circle through the center, so diameter is twice the radius.
It uses r = C / (2pi). For a circumference of about 31.4159, the radius is about 5 because 31.4159 divided by 2pi is close to 5.
Yes. Area mode uses r = sqrt(A / pi) to work backward from a known area. After it finds radius, it calculates diameter and circumference from that radius.
Radius, diameter, and circumference are lengths, so they use units such as ft or cm. Area covers a flat surface, so it uses square units such as ft^2 or cm^2.
Check whether your known value is radius or diameter, keep the unit label consistent, and remember that measured real objects may not be perfectly round.
No. It calculates full-circle radius, diameter, circumference, and area. Arc length, sector area, rings, and partial circles need separate inputs and formulas.
Use Circle Calculator when you want all circle measurements. Use Area Calculator when you only need area for one of several common shapes or you are comparing circles with rectangles, triangles, trapezoids, and parallelograms.
Yes. Recent circle answers stay only in the current browser tab while you use the page. They are not sent to a server.