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How far would a person free-fall in ten minutes? - Answers

On earth (ignoring general relativity, and ignoring air resistance), using Newtonian formulae, acceleration due to gravity is 9.81 m/s s=ut+1/2at^2 s=distance=?, u=starting speed=0, t=time=10x60 seconds, a=acceleration, t=time s=0+1/2x9.81x600^2 using a calculator.. 1765800 meters This answer would be more or less true in a uniform gravitational field in vacuum, which Earth is neither maximum speed under air resistance for a human body is roughly 300 km/h under air resistance, d=st, d=83 (m/s) x 600 (seconds) = 50 000 meters neither of these answers would reflect reality, as the density of the atmosphere is also not constant...



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How far would a person free-fall in ten minutes? - Answers

https://math.answers.com/math-and-arithmetic/How_far_would_a_person_free-fall_in_ten_minutes

On earth (ignoring general relativity, and ignoring air resistance), using Newtonian formulae, acceleration due to gravity is 9.81 m/s s=ut+1/2at^2 s=distance=?, u=starting speed=0, t=time=10x60 seconds, a=acceleration, t=time s=0+1/2x9.81x600^2 using a calculator.. 1765800 meters This answer would be more or less true in a uniform gravitational field in vacuum, which Earth is neither maximum speed under air resistance for a human body is roughly 300 km/h under air resistance, d=st, d=83 (m/s) x 600 (seconds) = 50 000 meters neither of these answers would reflect reality, as the density of the atmosphere is also not constant...



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https://math.answers.com/math-and-arithmetic/How_far_would_a_person_free-fall_in_ten_minutes

How far would a person free-fall in ten minutes? - Answers

On earth (ignoring general relativity, and ignoring air resistance), using Newtonian formulae, acceleration due to gravity is 9.81 m/s s=ut+1/2at^2 s=distance=?, u=starting speed=0, t=time=10x60 seconds, a=acceleration, t=time s=0+1/2x9.81x600^2 using a calculator.. 1765800 meters This answer would be more or less true in a uniform gravitational field in vacuum, which Earth is neither maximum speed under air resistance for a human body is roughly 300 km/h under air resistance, d=st, d=83 (m/s) x 600 (seconds) = 50 000 meters neither of these answers would reflect reality, as the density of the atmosphere is also not constant...

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      On earth (ignoring general relativity, and ignoring air resistance), using Newtonian formulae, acceleration due to gravity is 9.81 m/s s=ut+1/2at^2 s=distance=?, u=starting speed=0, t=time=10x60 seconds, a=acceleration, t=time s=0+1/2x9.81x600^2 using a calculator.. 1765800 meters This answer would be more or less true in a uniform gravitational field in vacuum, which Earth is neither maximum speed under air resistance for a human body is roughly 300 km/h under air resistance, d=st, d=83 (m/s) x 600 (seconds) = 50 000 meters neither of these answers would reflect reality, as the density of the atmosphere is also not constant...
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