Given the following endpoints (A & B) and midpoint (M) on a number line, find the coordinates for A & B.
M(-11)
A(2x + 3)
B(5x + 3)
1)
A(-5) & B(-17)
2)
A(-17) & B(-5)
3)
A(-13) & B(-9)
4)
A(-9) & B(-13)

Question

Given the following endpoints (A & B) and midpoint (M) on a number line, find the coordinates for A & B.
M(-11)
A(2x + 3)
B(5x + 3)
	1)	
A(-5) & B(-17)
	2)	
A(-17) & B(-5)
	3)	
A(-13) & B(-9)
	4)	
A(-9) & B(-13)

anonymous · Answer

The distance from A to M is|-11 - (2x + 3)| = |2x + 14|, as is the distance from M to B. If A < M < B, then the coordinate for B is -11 + |2x + 14|. If 2x + 14 <=0, then |2x + 14| = -(2x + 14), and B has coordinate -11- (2x+14) = -25 - 2x. If 2x + 14 >= 0, then B has coordinate -11 + (2x+ 14) = 2x + 3. So, the coordinate for B is -2x - 25 for x<= -7 and 2x + 3 for x >= 7.

anonymous · Answer

-___- ^^ sooo whats the answer.

anonymous · Answer

thats what im sayn -_-