# The Bridge to Terabithia

Geometry Level pending

A ship is coming into a harbor on an unusually high tide. The ship has to pass under the harbor bridge but the captain doesn't know if the ship will fit. He uses a theodolite to measure the angle at an unknown distance from the bridge and then re-measures the angle when he is $$300$$ m closer. The first angle measured is $$2.3^{\circ}$$ from sea level and the second angle is $$3.3{\circ}$$ from sea level. If the ships height is $$35$$ m out of the water, will it fit under the bridge?

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