Trying to figure how fast you would be falling after 268 feet?

In summary, the conversation discusses calculating the falling speed of an average person after 268 feet without considering resistance, using the formula vf^2 = vi^2 + 2*a*d and converting the result to mph. However, there is a discrepancy in the calculation due to incorrect measurement conversion.
  • #1
kevindpalmer2
2
0
Trying to figure how fast you would be falling after 268 feet? not worrying about resistance and in terms of weight just and average person... this is what I did.. is it correct? or way off


vf^2 = vi^2 + 2*a*d
vf^2 = 0 + 2* 9.81 * 90
vf^2 = 1765.8m^2/s^2
take square root
vf = 42 m/s then convert to mph multiply by 2.24? 93.9mph
 
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  • #3
kevindpalmer2 said:
Trying to figure how fast you would be falling after 268 feet? not worrying about resistance and in terms of weight just and average person... this is what I did.. is it correct? or way off


vf^2 = vi^2 + 2*a*d
vf^2 = 0 + 2* 9.81 * 90
vf^2 = 1765.8m^2/s^2
take square root
vf = 42 m/s then convert to mph multiply by 2.24? 93.9mph

This is OK, except that 268 feet is 81.7 meters and not 90
 

Related to Trying to figure how fast you would be falling after 268 feet?

1. How do you calculate the speed of falling after 268 feet?

The speed of falling after 268 feet can be calculated using the equation v = √(2gh), where v is the final velocity, g is the acceleration due to gravity (9.8 m/s^2), and h is the height of the fall (268 feet or 81.69 meters).

2. Is the speed of falling after 268 feet affected by air resistance?

Yes, the speed of falling after 268 feet is affected by air resistance. As an object falls, it experiences a force from air resistance that increases as its speed increases. This force ultimately limits the object's acceleration and causes its speed to reach a terminal velocity.

3. What would be the speed of falling after 268 feet on the moon?

The speed of falling after 268 feet on the moon would be significantly lower compared to Earth due to its weaker gravity. Using the same equation as in question 1, the speed would be approximately 1.62 m/s, which is about 1/6th of the speed on Earth.

4. Can you survive a fall from 268 feet?

The chances of surviving a fall from 268 feet are very low. The impact of hitting the ground at a high speed can cause severe injuries or even death. However, the outcome of a fall also depends on the surface and other factors such as body position and protective gear.

5. How can you reduce the speed of falling after 268 feet?

The speed of falling after 268 feet can be reduced by increasing the air resistance, such as by using a parachute or wearing a wingsuit. These methods increase the surface area of the falling object, which increases the air resistance and slows down its descent.

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