Question

Line ( is a bisector of GH. Find GH.

a) GH = 2 * (length of )
b) GH = length of
c) GH = 0.5 * (length of )
d) GH = 3 * (length of )

Answer 1

The bisector divides line GH into two equal parts, meaning GH is twice the length of the bisector. Thus, GH equals 2 times the length of the bisector.

Step-by-step explanation:

The question involves understanding the property of a bisector in geometrical figures. A bisector splits a line into two equal parts. In the context provided, if line ( is the bisector of GH, then it means that line ( divides GH into two congruent segments – that is, each segment is of equal length. Therefore, GH is twice the length of line (, since GH consists of two of these segments.

Using this information, the answer to the question 'Line ( is a bisector of GH. Find GH.' is a) GH = 2 * (length of ). This outcome is based on the definition of a bisector and the implications it has on the lengths of the segments it creates.