How JustAnswer Works:

  • Ask an Expert
    Experts are full of valuable knowledge and are ready to help with any question. Credentials confirmed by a Fortune 500 verification firm.
  • Get a Professional Answer
    Via email, text message, or notification as you wait on our site.
    Ask follow up questions if you need to.
  • 100% Satisfaction Guarantee
    Rate the answer you receive.

Ask David Your Own Question

David, Tutor
Category: Homework
Satisfied Customers: 2310
Experience:  PhD in Theoretical Physics
Type Your Homework Question Here...
David is online now
A new question is answered every 9 seconds

I have another question. When a person falls from say a two

Customer Question

I have another question. When a person falls from say a two floor apartment and lands on say an air cushion, he is not hurt. how can you explain this. This is a conceptual problem being covered in the section of momentum conservation so I guess the answer needs to relate to that concept.
Submitted: 4 years ago.
Category: Homework
Expert:  David replied 4 years ago.

David :

Hello, Thanks for requesting my help. Here is the explanation.

First note, that the person gets hurt if he stops abruptly, in case of the cushion he stops upon going through the cushion. The explanation is based on the impulse-momentum relation:

Ft = mv, where F is the average force, t is time of the impact and v is the initial velocity: From this equation we get:

F=mv/t, so you clearly see that if t is large, the F is smaller, so you conclude that once the time of the impact is long, the force is small and the persons would not get hurt.

David :

Hope this helps

David :

let me know if there are any questions, I'll be glad to assist.


So the t is large due to the time it takes him to go through the cushion. So the higher the cushion the greater the time and less the force. Did I get that right. thanks..

David :

Yes, exactly! note that the product t*force stay the same as it is equal to mv, so if you can make the time t larger, then the force automatically becomes smaller, hence it would not hurt the person.

David and 5 other Homework Specialists are ready to help you

Related Homework Questions