answersLogoWhite

0

chord

User Avatar

Wiki User

14y ago

What else can I help you with?

Related Questions

What is a line segment joining any two points on a circle?

It is a chord of which the circle's diameter is the largest


Does a segment joining any two points on the circle?

Only round the perimeter of the circle (not across its interior) because a segment is a part of a line or curve between two points.


A chord of a circle?

A line segment joining two points on the circumference of a circle and the diameter is the largest chord in a circle.


What is a line segment joining the two points of a circle is called?

That's called a chord.


A segment between two points on a circle is a?

A segment between two points on a circle is


A line segment that intersects with two points on a circle is called what?

A line segment that intersects with or joins two points on a circle is called a chord.


What is a line joining two points on the circle?

A line joining two points on a circle is called a chord. A chord is a straight line segment whose endpoints lie on the circle. The longest chord in a circle is called the diameter, which passes through the center of the circle. Chords play a significant role in geometry and trigonometry when studying circles and their properties.


What is a segment between two points on a circle?

A chord


A segment between two points on a circle is what?

A chord


What is a segment from two points on a circle which passes through the center of the circle?

It is the circle's diameter


Can a circle with the diameter of 15 have a same chord of 4 inches?

I'm not sure what you mean by "same chord", but a circle of diameter can have a chord of 30, or anything less. (a chord is a segment joining two points on the circle)


What is a straight line joining points on a circle?

A straight line joining points on a circle is called a "chord" of that circle. If the line happens to pass through the center of the circle, then it's a "diameter" of that circle. The question asked about "points" on a circle, so two points on the circumference of that circle are being considered. (No line can join more than two points of a circle.)