A and B are two points on the level ground near the tower P. If the angle of elevation of the top of the tower from B be double of that from A and AB=2BP find the angles of elevation of the tower from A and B
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Step-by-step explanation:
et h be the height of tower
tan A = h/50+25 i
tan B=h/25
tan 2A = h/25
2 tan A /1 - tan2 A = h/25 ii
from i and ii
2/1-tan2 A = 3
1-tan2A = 2/3
tan2 A=1-2/3
= 1/3
tan A=1/3–√
A=30
B=60
tan 60 = h/25
h= 253–√ meter
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