Real-World Trigonometry: Tower and Observation Point

Real-World Trigonometry: Tower and Observation Point

Secondary 2

A tower \(PQ\) is \(233\) m tall. Given that a point \(X\) on ground level is \(30\) m away from the foot \(Q\) of the tower, find \(\angle PXQ\).

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Answer:\(\angle PXQ=82.7^\circ\)

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