The answer is 1225.
An infinite amount because a circle is a collection of infinite points.
In a circle, there are infinitely many chords because a chord can be defined as a line segment with both endpoints on the circle. Since you can choose an infinite number of points on the circumference to create different chords, the total number of chords is limitless. Each unique pair of points on the circle corresponds to one unique chord.
A tangent to a circle can contain at most one chord, which is the line segment connecting two points on the circle that lies entirely within the circle. Since a tangent line only touches the circle at a single point and does not intersect it elsewhere, it cannot contain multiple chords. Therefore, regardless of how many points are on the circle, a tangent line can only be associated with one chord at that specific contact point.
No points can be drawn from a point.
Infinite when chords are parallel to the circle's diameter
An infinite amount because a circle is a collection of infinite points.
Infinitely many! because there are infinitely many points on the circle. So for each ponit on the circle a ponit can be determined on the circle at a given distance from that point resulting into greatly many eaqal chords.
In a circle, there are infinitely many chords because a chord can be defined as a line segment with both endpoints on the circle. Since you can choose an infinite number of points on the circumference to create different chords, the total number of chords is limitless. Each unique pair of points on the circle corresponds to one unique chord.
5
An infinite number, because the number of angles available is infinite.
66 ( 12 nCr 2 )
A tangent to a circle can contain at most one chord, which is the line segment connecting two points on the circle that lies entirely within the circle. Since a tangent line only touches the circle at a single point and does not intersect it elsewhere, it cannot contain multiple chords. Therefore, regardless of how many points are on the circle, a tangent line can only be associated with one chord at that specific contact point.
No points can be drawn from a point.
Infinite when chords are parallel to the circle's diameter
It gives us anything,Objectes will start urivecarning electricity.(ARE YOU DESCRIPTING YOURSELF?)This will save alot of chords in a circle.
There are infinite diameters within a circle.
A circle does not have angles in the traditional sense, as angles are formed by the intersection of two lines. However, if considering angles formed by radii and chords within the circle, it is possible to have infinitely many obtuse angles depending on the selected points on the circumference. Thus, the answer can be considered as infinite obtuse angles in a circle.