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An aircraft which is maintaining a constant altitude of 1000 metre is travelling directly away from an observer. At a particula...Asked by Haiano
                An aircraft which is maintaining a constant altitude of 1000 meters is travelling directly away from an observer. At a particular instant the sngle of elevation is 52 degrees and 12 seconds later the angle of elevation is 16 degrees. Find the distance travelled in this time. 
(Use sine rule)
HELP!!!!!!!!
            
        (Use sine rule)
HELP!!!!!!!!
Answers
                    Answered by
            Steve
            
    Hmmm. I don't see an obvious application of the law of sines here. However, if we consider the distance directly to the plane, and call the first one x and the second one y, then
1000/x = sin52°
1000/y = sin16°
Then we want the distance z given by the law of cosines,
z^2 = x^2+y^2-2xy cos(52-16)°
Or,
z/sin36° = x/sin16° = y/sin128°
    
1000/x = sin52°
1000/y = sin16°
Then we want the distance z given by the law of cosines,
z^2 = x^2+y^2-2xy cos(52-16)°
Or,
z/sin36° = x/sin16° = y/sin128°
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