A ship, leaving its port sails due north for 45 kilometers and then 60 kilometers in a direction
of 60 degrees east of north. Determine the location of the ship relative to its port
l=n2+e2−2necos120°=91.2 km,l=\sqrt{n^2+e^2-2ne\cos120°}=91.2~km,l=n2+e2−2necos120°=91.2 km,
γ=34.7°\gamma=34.7°γ=34.7° E of N.
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