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Answer :
Final answer:
Using trigonometry, we find that the Tower of Pisa is leaning approximately 9.1 feet from the original vertical position.
Explanation:
To find how far the Tower of Pisa is leaning from the original vertical position, we need to use trigonometry. Given the height of the tower (184.5 feet), the distance from the base where the angle of elevation is measured (140 feet), and the angle of elevation (59 degrees), we can calculate the distance that the tower is leaning. Using the tangent function: tan(59 degrees) = (184.5 - x) / 140, where x is the distance the tower is leaning. Solving this equation gives x ≈ 9.1 feet.
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