Geometric Problem Solving: Finding the Length of Line Segment FH

How can we determine the length of line segment FH based on the given information?

Given FG = 3 and GH = 17, what is the length of bar (FH)?

Final Answer:

The length of segment FH is 20 units.

To find the length of the line segment FH, we need to add the lengths of segments FG and GH. Since FG is 3 units long and GH is 17 units long, we can simply add these two lengths together to find the length of FH. Therefore, FH = FG + GH = 3 + 17 = 20 units.

A line segment is a portion of a straight line that is defined by two distinct endpoints. In this case, segment FH is part of the line that consists of points F and H. By knowing the lengths of the segments FG and GH, we can easily calculate the total length of FH by adding these two values together.