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From the top of a building 60m high, the angle of elevation and depression of the top and the foot of another building are α and β respectively. Find the height of the second building.
60(1+ tan α tanβ)
60(1+ cot α tanβ)
60(1+ tan α cotβ)
60(1- tan αcotβ)
Let AB is the building of height 60m and CD is the second building such that ∠DBE = α and ∠CBE = ∠BCA =β\
In ΔBAC, tanβ = 60/AC ⇒ BE = AC = 60/tanβ = 60cotβ In ΔBED, tan α = DE/BE ⇒ tanα = DE/60cotβ ⇒ DE = 60 cot β tan α ∴ The height of the building = CD = CE + ED = 60 + 60 cot β tan α = 60 (1 + tan α cot β)
By: Amit Kumar ProfileResourcesReport error
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