? Did you know? As you can imagine from the above equations, the number π is a constant equal to the circumference-to-diameter ratio of a circle (π = c/d). If you divide the circumference by the diameter, independently of the size, it'll always be 3.14159265...

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The circumference to diameter calculator can help you solve the geometry problem of finding the diameter of a circle by inputting its circumference. This calculator works both ways, so you can also convert a diameter to a circumference.

Diameter and circumference are lengths related to each other — the higher the diameter, the higher the circumference. The circumference to diameter formula connects these variables in a single equation:

Divide the circumference value by the number pi (π), or use the formula d = c/π. That's how you find the diameter of a circle with its circumference.

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Now that you know how to find circumference from diameter and vice-versa, you can look at other tools related to circle calculations.

If, on the other side, you're interested in how to calculate circumference from the diameter, you can solve for c in the above equation:

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Let's look at an example. Suppose you want to find the circumference of a 5 cm diameter circle. These would be the steps to follow:

That's it. Also, check your results using our circumference to diameter calculator. Input 5 cm in the diameter box. Your result should also be 15.708 cm.

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