Q: Area of a part of circle?

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The line connecting the points is called a chord; the part of the perimeter of the circle enclosed is called an arc; the area between an arc and the chord is called a circular segment.

A circle with a radius of 2.5 meters has an area of 19.63 square meters.

The circle's area is 314.159 cm2

The area of any circle is (pi) x (radius)2 .The area of half the circle is just half of that number.

The circumference of a circle whose area is 16 times the area of a circle whose diameter is 1.4m is: 17.6 cm

Related questions

It is a sector of the circle

The area of the circle is the largest part. The next largest would be the circumference. Then the diameter, then the radius

To work out the area of a circle, you have to learn something called 'PIE'or 'PI' in Greek. Pie = 3.14. Search 'What is pie?' on this to find out the next part...

A part of a circle (the area) bounded by an arc and a chord is termed a circular segment. A link can be found below.

it the circumference of a circle

Since there is no shaded part, the answer must be that its area is 0 square units.

Radius. the formula is Pi-r-squared i cant find the symbols on my comp

A circle *encloses* an area, and the "area of a circle" is the area it encloses, πr^2. A circle is a 1-dimensional curved line; it is a set of points equidistant from a given point (the center), with that distance being the radius of the circle. This means the inside of the circle is not part of the circle (it's called a disk if you include the inside points).To find the area, multiply pi (π) by the radius squared (r^2), so you get πr^2.Yes, it does.

Hatim , it is part of Kabbah .

You will have to measure some part of the circle. As long as you have absolutely no information about a circle, you can't do any calculations.

The line connecting the points is called a chord; the part of the perimeter of the circle enclosed is called an arc; the area between an arc and the chord is called a circular segment.

If you have the arc length:where:L is the arc length.R is the radius of the circle of which the sector is part.