Question

Aleph constructed Z R, a line segment bisector of XY . How does point Z relate
to XY ? If XY = 22 units, what is ZY?
(1 point)
O Point Z is the midpoint of XY.
ZY = 11 units.
O Point Z is the midpoint of XY .
ZY = 22 units.
O Point 2 is the center point of 1%
ZY = 22 units
O Point & is the center point of XY
.ZY = 11 units.

Answer 1

If point Z is the bisector of line segment XY, then point Z is the midpoint of XY.

Given that XY = 22 units, the midpoint Z divides the segment into two equal parts. Therefore, ZY would be half of XY.

So,

\[ ZY = \frac{XY}{2} = \frac{22}{2} = 11 \text{ units}. \]

Thus, the correct answer is:

- Point Z is the midpoint of XY.
- ZY = 11 units.