Posted by mier on Sunday, March 9, 2014 at 8:49pm.
A TOWER AND A MONUMENT STAND ON A LEVEL PLANE.THE ANGLES OF DEPRESSION OF THE TOP AND BOTTOM OF THE MONUMENT VIEWED FROM THE TOP OF THE TOWER ARE 13DEGREE AND 31 DEGREE,RESPECTIVELY;THE HEIGHT OF THE TOWER IS 145 FT. FIND THE HEIGHT OF THE MONUMENT.

MATH TRIGOPLSSS ANSWER CLEARLY COZ IM VERY LOW IN  Steve, Monday, March 10, 2014 at 5:27am
Draw a diagram. Let
T be the top of the tower
M be the top of the monument
A be the base of the tower
B be the base of the monument
∠TBA = 31°
so, 145/TB = sin 31°
Since
∠TBM = 59°
∠MTB = 18°,
∠TMB = 103°
The desired height (MB) is found by
MB/sin18° = TB/sin103°
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