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Identify the segment bisector of $\overline{XY}$ .

A line segment, X Y with its midpoint M is shown. A line, n passes through segment X Y at point M. The length of X M is labeled 5 x plus 8. The length of M Y is labeled 9 x plus 12. There is a tick mark on segment X M and on segment M Y.


$\overline{XM}$
line segment cap x cap m

$X$
cap x

line $n$
line n

$\overline{YM}$
line segment cap y cap m
Question 2
The length of $\overline{XY}$ is
.

I WILL GIVE BRAINLIEST ANSWER CORRECTLY Identify the segment bisector of overlineXY A line segment X Y with its midpoint M is shown A line n passes through segm class=

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jacksonpolluckseasel

Answer:

the segment bisector should be the line n

the length of XY= 6

Step-by-step explanation:

since segment, XY is bisected, we know that each side is equal to the other

so in order to find the length of the segment, you need to set each side equal to the other

5x+8=9x+12

8=4x+12

-4=4x

x=-1

then, you plug -1 into both functions

5(-1)+8=3

9(-1)+12=3

then simply add these two numbers together to get 3+3=6

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