SOLUTION: A, B, and X are three different points of the same line. X is the midpoint of segment (AB) ̅. AX = 6y - 13 and BX = 2y + 5, what is the value of y?

Algebra.Com
Question 1186134: A, B, and X are three different points of the same line. X is the midpoint of segment (AB) ̅. AX = 6y - 13 and BX = 2y + 5, what is the value of y?
Answer by josgarithmetic(39620)   (Show Source): You can put this solution on YOUR website!
AX and BX are congruent. Same length, each.
AX=BX.
You can do the rest.

RELATED QUESTIONS

Line segment AB passes through the points (-4,9) and (5,9). What is the x-coordinate... (answered by Boreal)
A, B, C are three points on a line. The coordinates of A and B are -4 and 8 respectively. (answered by ikleyn)
Using the points A (-3, 6) and (2, -1), find each of the following. All equations should... (answered by Alan3354)
The following appears to prove that any two numbers are equal. Obviously it is wrong; can (answered by Edwin McCravy)
The following appears to prove that any two numbers are equal. Obviously it is wrong; can (answered by vleith)
Given line segment AB with midpoint M(5,-1) and endpoint B(8,2), what are the coordinates (answered by stanbon)
The following appears to prove that any two numbers are equal. Obviously it is wrong; can (answered by stanbon,galactus,Theo)
line segment ab has endpoints a(2 -3) and b (-4,6) what are the coordinates of the... (answered by MathLover1)
THE MIDPOINT OF A LINE SEGMENT AB IS THE POINT (-1, 2).THE X COORDINATE OF A IS 5 AND THE (answered by Menjax)