In the adjoining figure, AB and CD are two vertical poles of height 19
m and 11m respectively. If the shortest distance between their tops is
17m, find how far apart are they ?
The heights of two towers are 150 m and 136 m respectively. If the
distance between them is 48 m, find the distance between their tops.
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Answer:
Pole AB=19m, Pole CD=11m
Distance between their tops AC=17cm
Draw EC || BD, then
Let BD=CE=x
EB=CD=11m
AE=AB−EB=19−11=8m
Now in right ΔAEC,
AC
2
=AE
2
+EC
2
⇒(17)
2
=(8)
2
+x
2
⇒289=64+x
2
⇒x
2
=289−64=225=(15)
2
⇒x=15
BD=EC=x=15m
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