An airplane moving away from an observer is at an
angle of elevation to the observer of 61° when its
height is 3950m. Forty-five seconds later, it is at
a height of 5650m and its angle of elevation to the
observer is 62° . Calculate the distance (in metres)
moved by the plane in those 45 seconds.
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Answer:
tan 61 = 3950 / x1 where x1 is horizontal distance to plane
x1 = 2190 m
tan 62 = 5650 / x2
x2 = 3004 m
x2 - x1 = 814 m horizontal distance moved in 45 sec
If the problem is asking for the "total" distance moved then
X = [814^2 + (5650 - 3950)^2]^1/2
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