A ship is sailing directly towards a vertical cliff of height \(h\) metres.
When the ship is at point \(A\), the angle of elevation to the top of the cliff is \(15^\circ\). After sailing a further \(70\) metres towards the cliff, the ship reaches point \(B\), and the angle of elevation to the top of the cliff is \(40^\circ\). Point \(C\) is at the base of the cliff, and \(BC=x\) metres.
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