An airplane is flying 600 mph on a horizontal path that will take it directly over an observer. The airplane remains a constant
altitude of 7 miles. What is the rate of change of the distance between the observer and the airplane when X = 5 miles?
1 answer:
<h2>
Change of the distance between the observer and the airplane when X = 5 miles is 348.84 mph</h2>
Step-by-step explanation:
We have by Pythagoras theorem
Distance between the observer and the airplane² = Horizontal distance² + Altitude²
d² = h² + a²
Here we have
h = X = 5 miles
a = 7 miles
d² = 5² + 7² = 74
d =8.60 miles

Differentiating d² = h² + a² with respect to time

Change of the distance between the observer and the airplane when X = 5 miles is 348.84 mph
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