Asked by Alianne

From the top of a building 70 ft. high, two objects in a straight line from the building are observed at angles of depression of 28° and 41°6' respectively. Find the distance between the two objects.

-Complete Solution please. :'(
Answered by drwls
The distances to the objects (assumed to be at ground level) are
H/tan28 and H/tan41.1,
where h = 70 feet.
70/tan28 - 70/tan41.1 = 131.65 - 80.24
= 51.41 feet
Answered by Alianne
Thank you! :D Please don't be tired of helping others! :D God Bless you. :D
Answered by SHERILYN
IF MICHLLE IS FLYING A KITA ON 35 METRE STING THAT MAKES AN ANGLE OF 56 DEGREES WITH THE HORIZONTAL CALCULATE THE HEIGHT OF THE KITE TO THE NEAREST METRE
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