The tangent of angle of elevation α of top of a lighthouse, as observed by a person on the ground is 5/12. When the person moves a distance of 240 m towards the lighthouse the tangent of angle of elevation β becomes 3/4. Find the height of the lighthouse
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The angle of elevation Φ of the top of a lighthouse as seen by a person on the ground is such that tanΦ = 5/12. When the person moves a distance of 240m towards the lighthouse, the angle of elevation becomes Φ, such that tanΦ=3/4.
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