A vertical tower PQ subtends the same angle of 30 degree at each of the two places A and B, 60 m apart on the ground. If AB subtends an angle of 60 degree at P, the foot of the tower, find the height of the tower
Answer given = 20√3 m
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Step-by-step explanation:
the triangle ABP s isosceles wid centrl angle=120...AB=60..AP=BP=60/rt 3=20 rt 3...
height f tower=20 rt3/rt 3=20..!!!
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step by step explanation:
- Answer :
20 root 3 m
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