Circle Calculator: how do you determine the Chord of a circle using Chord?

Circle Calculator: how do you determine the Chord of a circle using Chord?
2 min read

AllCalculator.net'sCircle Calculator can determine the Chord of a circle. Input the values; you can get the Chord of a circle in minutes. On a curve, if there is a line segment. Suppose two points join this line. It is a chord. The curve can either be a circle or an ellipsis.

Now if the Chord passes through the circle's centre, it can be called the diameter since it's in the centre. Hence it is the longest Chord.

In ancient trigonometry Chord of a circle was widely used. Using the trigonometry formula, you can determine the Chord of a circle.

Determine pi in the Formula 2πr 

In Formula or maths. It is considered a constant.

The π in a Circle formula is a ratio of Circumference/Diameter.

Irrespective of the size of a circle. The ratio is c/d is constant. The Pi is approximately a few digits. So it is 3.14159….

So π is an irrational number. It means no finite number of digits can be represented since pi is calculated over twenty trillion digits past the decimal point.

What are Concentric Circles?

AllCalculator.net's Circle Calculator can help determine the missing values inside a Concentric Circle.

So let's understand what concentric circles are. 

The concentric circle can be two or many with the same centre. The circles are constructed within one circle. They have different radii.

Some real-life examples of concentric circles are:

  • It is the target in archery or a dart board.
  • Circular ripples in water made me drop into the ocean.
  • Growing rings of a tree.
  • Grooves on a CD.

These are some examples of a Concentric Circle. It does have the same centre, but the radius, diameter, and Chord will differ.

Conclusion.

AllCalculator.net's Circle Calculator is used to determine and find the missing values of a circle. It can be the circle's diameter, Chord, radius, area or perimeter.

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Leon Nick 2
Joined: 1 year ago
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