Question

Point G is on line segment FH. Given FG = 8 and GH = 11, determine the length FH​

Answer 1

Given:

Point G is on line segment FH. FG = 8 and GH = 11.

To find:

The length of FH​.

Solution:

Point G is on line segment FH. So, by segment addition property, we get

$FH=FG+GH$

Substitute FG = 8 and GH = 11.

$FH=8+11$

$FH=19$

Therefore, the length of FH​ is 19 units.

Answer 2

Length of FH is 19 unit

Line segment base problem;

Given that;

FH is a line segment

Length of FG = 8 unit

Length of GH = 11 unit

Find:

Length of FH

Computation:

Length of FH = Length of FG + Length of GH

Length of FH = 8 + 11

Length of FH = 19 unit

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