two towers of a height 28m and 36m are build at a distance of 15 m . find the distance between the tops of the tower
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Answer:
Given: Height of towers.
228m 36m Distance between towers
15m
To find: Distance of the tops of the towers.
Solution:
AB = 28m
CD = 36m CE = 36-28=8m
28m
AE = 15m
in Triangle ACE LE = 90⁰
(Ac) ^ 2 = (cE) ^ 2 + (4epsilon) ^ 2
( 82 )^2+(152)^2
(Ag) ^ 2 = 28g
AC = 17m
Hence, the distance between the tops of towers is 17m
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