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The picture shows the given information. Since ABC is a right triangle, AB^2+BC^2=AC^2.

So BC^2=√(110^2-70^2)=√7200=60√2=84.8528km.

The bearing of B from A=BCA, because the vertical angle has the same measure as BCA (supplementary angles). sinBCA=70/110, so the bearing is 39.5212 degrees from North.

 

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