Question
Find g.
(QPO lengths: 12 m, 20 m)
(MNO lengths: 5 m, g)
(QPO lengths: 12 m, 20 m)
(MNO lengths: 5 m, g)
Answers
GPT 3.5
Since the corresponding sides of similar triangles are proportional, we can set up a proportion to find the length g:
g/5 = 20/12
Cross multiplying:
12g = 100
g = 100/12
g = 8.33 m
Therefore, the length of side g in triangle MNO is 8.33 meters.
g/5 = 20/12
Cross multiplying:
12g = 100
g = 100/12
g = 8.33 m
Therefore, the length of side g in triangle MNO is 8.33 meters.