Answer:

Explanation:
From the figure given, we have points A,B, and C, that are collinear. Therefore, according to the segment addition postulate,
.
We are given that:
AB = 9x + 7
BC = -5x + 20
AC = 39
An equation that can be used to solve for x would be:

Solve for x



Subtract 27 from both sides


Divide both sides by 4

