A bisector cuts a line SEGMENT into two congruent line segments. A line has indefinite or infinite length.
bisector
di coo lam !
To bisect is to cut in half. This term is often used in geometry to describe dividing a shape or angle into two equal parts. For example, a bisector of a line segment creates two segments of equal length.
An angle that is cut exactly in two is called a bisected angle, and the line that divides it is referred to as the angle bisector. Similarly, a line that is cut exactly in half is termed a bisected line, and the point at which it is divided is called the midpoint. These terms are commonly used in geometry to describe the division of angles and line segments.
No, it is called an intercept.
bisector
side
di coo lam !
bisector
To bisect is to cut in half. This term is often used in geometry to describe dividing a shape or angle into two equal parts. For example, a bisector of a line segment creates two segments of equal length.
An angle that is cut exactly in two is called a bisected angle, and the line that divides it is referred to as the angle bisector. Similarly, a line that is cut exactly in half is termed a bisected line, and the point at which it is divided is called the midpoint. These terms are commonly used in geometry to describe the division of angles and line segments.
No, it is called an intercept.
Bisector of an angle in basically a line which is drawn from the vertex of the angle and bisect's or cuts the angle into 2 halves. For example we have angle PQR and if we cut a bisector through it then like: QS then SQR = 1/2*PQR
A bisector is a line that divides an angle into two equal parts. For example: in a right-angle (90 degrees) a bisector will cut the angle into two, each being 45 degrees.
In general 'to bisect' something means to cut it into two equal parts. The 'bisector' is the thing doing the cutting.In an angle bisector, it is a line passing through the vertex of the angle that cuts it into two equal smaller angles.Therefore it's in the definition.
Assuming that this refers to a line which has been cut into 2 parts, the parts would be called segments.
To determine which segment must be congruent to segment RS, we would need to analyze the provided figure and the relationships between the segments. Typically, congruent segments are indicated by markings or specific properties such as being corresponding sides in similar triangles or parts of parallel lines cut by a transversal. Without the visual context, it is impossible to identify the specific segment that is congruent to RS. Please provide more information or a description of the figure for a more accurate answer.