Your answer was, is and always will be wrong.
No, I have provided a range of values. I have told you why the amplification factor of *2* is not a constant. I've provided you with all manner of reasons why. It's ridiculous.
show your work...why is it 1/1.76?
1/1.76 is a reasonable bottom-end estimate, as I've already told you. Could be even larger, even approaching 1*Fo. The answer is anywhere inbetween that and > 1/2. It is most definitely NOT exactly 1/2, as any real-world system with an amplification factor of exactly 2 is physically unreasonable.
A reminder...
Read it again, and TRY and understand.
Can't answer? Not suprised kid.
Gave you the answer over a year ago. That you cannot comprehend that your cut and paste answer makes assumptions and provides a theoretical answer, not a real-world one, is your problem. Many examples in physics make assumptions about the real-world. Your quoted example is one of them. There's nothing wrong with that as such, until you say that a more correct answer which does take account of assumptions is wrong.
PS---- This problem has been solved correctly (13/9/05) by Qiu Shi Wang and Ying Cun Luo, freshmen at Peking University, China , and (13/9/05) by Chetan Mandayam Nayakar, a student at India Institute of Technology, Madras, India . The correct answer is, was, and always will be F=Fo/2
No. That is the one answer which is WRONG. It's a reasonable approximation.
I'll try one last time to help you see the *real-world*...
1) The question does not state the medium the experiment is conducted within. Correct ?
2) So the answer you say is correct should be the same whether it's done in air, or in treacle. Correct ?
3) The question does not state by how much the elastic string stretches before it breaks. Correct ?
4) So the answer you say is correct should be the same whether the string stretches by 1mm or 1 mile. Correct ?
5) If you drop a weight in air it falls at a different rate than it would in treacle. Correct ?
6) The surface area of the weight dropped in the treacle has an effect on it's drop rate when it's mass is taken into account. So the drag coefficient will affect it's drop rate. Correct ?
7) The time it takes for the elastic thread to break is not stated. Correct ?
8) How much the elastic thread stretches by before breaking, what medium the experiment is conducted within and the drag coefficient of the applied mass will all affect the time it takes for the elastic thread to break. Correct ?
Etc.
Do you understand the implications of the text in the included image ?
Specifically why (1+e
-ζπ) is relevant in this context ?
"In practice damping is rarely included in calculations of this sort"
Tell you what. Ask some of the local physics bods. Let me know how you get on.
ETA...
So, femr, lets say an object, any object, at rest has a length of 100 m. Can you detail at what speed this object must approach a tunnel 80 m long so that an observer at rest (with respect to the tunnel) will see that the entire train is in the tunnel at one time?
Could you let me know exactly why you have chosen this question ? I'm not going to pollute this thread further with your nonsense. I am sure the mods will agree to split the thread, to allow the discussion to return to more productive endeavours.