Circumference Length Calculator

Circumference calculation

Diameter

Diameter

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Solution by formula

Formula for finding the circumference (of a circle) through the radius:

P=2πr

Formula for finding the circumference (of a circle) through the diameter:

P=πd

The formulas use the constant π (PI) - the constant always equals - 3.14

Information

A circle is a geometric figure bounded by a circumference. In other words, a circle is a set consisting of all points on a plane whose distance from a given point (the center of the circle) does not exceed a specified distance (radius). The circumference is the boundary of the circle.

A circle is a centrally symmetric figure.

When the plane rotates around its center, the circle maps onto itself.

A circle is a convex figure.

The perimeter of a circle is the length of its bounding circumference.

The circumference is very easy to find, but nevertheless, it is a fundamental concept in geometry and is studied in middle school. The formula for the circumference is as follows:

P = 2πr,

where P is the circumference;

π is a constant, always equal to 3.14;

r is the radius of the circle whose circumference needs to be found.

However, there is another formula, and our circumference calculator also uses it. This formula is as follows:

P = πd, where

P is the circumference;

π is a constant, always equal to 3.14;

d is the diameter of the circle whose circumference needs to be found.

The difference between the formulas is that in the first one, the circumference is found through the radius, which is multiplied by two, while in the second one, the diameter is used directly.

These formulas are applied in many areas of human life, from manufacturing various goods to constructing skyscrapers. Individuals responsible for building design bear enormous responsibility for the accuracy of their calculations, which literally affect human lives and their safety. To eliminate human error in the process of calculating precise values, an online circumference calculation calculator was created, which easily finds the circumference through either the radius or the diameter.

Thanks to this tool, you can not only learn how to find the circumference, but also calculate it effortlessly. The calculator guarantees maximum accuracy of calculations, and you do not need to worry about how to correctly calculate the circumference. The formulas used by the calculator are shown on the website, confirming that any calculation will be accurate.

Advantages of the online circumference calculator:

  • The calculator eliminates any possibility of error in calculations. This helps to avoid many unpleasant or even catastrophic consequences.
  • Time savings, as there is no need to perform calculations manually.
  • A user-friendly design that allows you to easily understand all the functions of the calculator.

The online circumference calculator is useful not only for professionals but also for students studying geometry. It is a convenient tool for quick and accurate circumference calculations, both through the radius and the diameter. If you need to find the length of an arc of a circle, this calculator will also assist you.

You can use the online calculator for various purposes: for study, work, or personal needs. This tool will help you quickly and easily perform all the necessary circumference calculations. The formula used in the calculator guarantees the accuracy and reliability of the results, freeing you from unnecessary worries.