two vertical poles p1 and p2 stand 30m apart onthe ground. M is a point on pole p2 such that the two ends of pole p1 subtend a right angle at the point M and the angle of elevation of the top of pole p1 from the point M is 60 degree. what is the height of the pole p1 in metres?
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two poles P1 and P2 stands 30 meters apart of a point on the ground M is a point of poultry to such that the two ends of pole p1 subtends a right angle at the point M and the angle of elevation of the top of pole p1 from point M is 60° the height of pole p1 in meters is
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Answer:
60√3
Step-by-step explanation:
As per the image
tan 60° = 30/x
1/√3 = 30/x
x = 30√3
then,
another tan 60° at another angle
we get another 30√3
add them both and you will get 60√3
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