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Name: ___ Date: ___Topic Things to remember Examples Find the measure of parts of a chord in a circle part part part part 1. Find the value of x2. Find the value of xFind the measure of segments when
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How to fill out chord of a circle

01
Determine the length of the chord you want to fill out.
02
Find the center of the circle and draw a line from the center perpendicular to the chord.
03
Measure the distance from the center to the midpoint of the chord, which is also the radius of the circle.
04
Use the Pythagorean theorem to calculate the length of the chord by finding the square root of (2*radius^2 - distance^2).

Who needs chord of a circle?

01
Engineers and architects who design structures with circular components.
02
Mathematicians studying geometry and trigonometry.
03
Surveyors measuring land or properties with circular boundaries.

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A chord of a circle is a straight line segment whose endpoints both lie on the circle. It is the longest line segment that can be drawn within the circle that does not pass through the center.
The term 'chord of a circle' does not pertain to a filing requirement in any specific legal or financial context. If you meant a different term, please clarify.
Since 'chord of a circle' is a geometric concept, there are no forms to fill out. To create a chord, simply select any two points on the circumference of the circle and connect them with a straight line.
The purpose of a chord is to represent a line segment connecting two points on a circle, which helps in various geometric calculations and constructions, including finding the radius or other aspects of the circle.
There is no required information to be reported regarding a 'chord of a circle' as it is not a filing or reporting document.
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