What is a chord in a circle?

Prepare for the Geometry Regents Exam. Study with flashcards and multiple choice questions, each question includes hints and explanations. Boost your confidence and get ready to excel in the exam!

Multiple Choice

What is a chord in a circle?

Explanation:
A chord in a circle is defined as a line segment that has its endpoints lying on the perimeter of the circle. This means that a chord connects two points that are both located on the circle itself, effectively creating a straight line between these two points. Since the definition focuses specifically on the endpoints being on the circle, this is the most accurate description of what a chord is. The other choices describe different concepts related to circles. For example, a line that passes through the center of the circle is referred to as a diameter when it extends across to touch the circle at both ends. Similarly, a segment connecting two points outside the circle does not fit the definition of a chord, as it does not touch the circle at all. Lastly, a line that touches the circle at just one point is known as a tangent, not a chord. Each of these alternatives highlights different properties or characteristics of circles but does not fulfill the specific criteria set for a chord.

A chord in a circle is defined as a line segment that has its endpoints lying on the perimeter of the circle. This means that a chord connects two points that are both located on the circle itself, effectively creating a straight line between these two points. Since the definition focuses specifically on the endpoints being on the circle, this is the most accurate description of what a chord is.

The other choices describe different concepts related to circles. For example, a line that passes through the center of the circle is referred to as a diameter when it extends across to touch the circle at both ends. Similarly, a segment connecting two points outside the circle does not fit the definition of a chord, as it does not touch the circle at all. Lastly, a line that touches the circle at just one point is known as a tangent, not a chord. Each of these alternatives highlights different properties or characteristics of circles but does not fulfill the specific criteria set for a chord.

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