Need Help with a Physics Problem - Calculating Height of Falling Particle

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Homework Help Overview

The problem involves calculating the total height of a falling particle, given that it covers 64% of the height in its last second of fall. The discussion also touches on concepts related to instantaneous velocity on position-time graphs.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to equate formulas related to the motion of the falling particle but expresses difficulty in progressing. There is also a question regarding the definition of instantaneous velocity and its relation to constant velocity on a graph.

Discussion Status

Some participants encourage the original poster to share their equations for further guidance. Clarification on the concept of instantaneous velocity has been provided, indicating a productive exchange of ideas, though no consensus on the main problem has been reached.

Contextual Notes

The original poster mentions having difficulty with the problem after a night of studying, indicating potential constraints related to time and fatigue. There is also a reference to a teacher's explanation that may influence the understanding of the concepts involved.

Skyblitz
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Hi, I'm having a bit of trouble with a problem..

basically the question is as follows:
A particle falling covers 64% of the entire height in its last second of the fall. What is the total height of the fall?

I've tried equating two formulas, and a few other things but I can't seem to go anywhere. Any help would be appreciated.

I also need clarification on something.. My teacher said that on a position-time graph, that if there is a portion that has constant velocity (ie, no curve but a straight line), that you can't have instantaneous velocity since you can't draw a tangent to a point.. but I was under the impression that instantaneous velocity was just the velocity and any given point of time?

Thanks!
 
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Hi Skyblitz,

Post your equations which you tried, so we can see if/where there is a problem.

EDIT: Re the instantaneous velocity, you can have one. The subject which covers it is (dum, dum, dum, da!) calculus. Basically, you get the instantaneous velocity by taking two close points, and bringing them closer and closer together, watching what the intersecting line does. As the distance between the points approaches zero, the intersecting line becomes the tangent.
 
Last edited:
As enigma said, show us what equations you have equated or other things you have done and we will guide you.
 
Thanks for your help!
Sorry I didn't post the equations as I fell asleep yesterday night after studying [zz)]

But I did, with some help, figure out how to do it.
 

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