Norbert W. answered 07/30/16
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A given height s has an equation of s = s0 - v0t - g/2 * t2, where s0 is the original height of the object, v0 is how fast the object is falling at height s0 and g = 32 ft/sec2 the acceleration of gravity,
When it is at a height of s0 = 2063 ft and just dropped, v0 = 0 ft/sec.
When it hits the ground, s = 0 ft
Putting these values into the equation results in 0 = s0 - 0*t - g/2 * t2
g/2 * t2 =s0
t = √(2s0/g)
With s0 = 2063 ft, t = √(2063)/4 ≈ 11.355 sec