Will the lengths of line segment AB and line segment BC make the length of line segment AC in Fig. 2.33?

Yes, since B lies between A and C, so \(AB+BC=AC\).
Step 1: Look at the figure. Points A, B, C are on one straight line. B is between A and C.
Step 2: A straight line can be split into smaller parts. The full length equals the sum of those parts. (Segment addition idea.)
Step 3: Here, the parts are AB and BC. The full length is AC.
Step 4: Write it as small maths steps:
First part: \(AB\)
Second part: \(BC\)
Whole line from A to C: \(AC\)
So,
\[ AB + BC = AC \]
Step 5: Therefore, the lengths AB and BC together make AC. Answer is Yes.