Point A is located on a straight line between points B and C. The length of segment CB is 3 cm longer than the length

Point A is located on a straight line between points B and C. The length of segment CB is 3 cm longer than the length of segment AC. Find the length of line segment AB.

Given:

segment BC,

point A lies between points B and C,

BC = AC + 3 centimeters.

Find the length of the segment BA -?

Solution:

Consider the BC segment. It consists of segments BA and AC, that is, the length of the segment BC = AB + AC.

According to the condition of the problem of the lengths of the segment BC = AC + 3, we substitute this expression in BC = AB + AC and get:

AB + AC = AC + 3;

AB = AC + 3 – AC;

AB = AC – AC + 3;

AB = 0 + 3;

AB = 3 centimeters.

Answer: 3 centimeters.




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