How Long Does It Take a Stone to Fall 6 Meters?

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Homework Help Overview

The problem involves a stone being dropped from a height of 6 meters and seeks to determine the time it takes for the stone to fall to the water surface below. The context is within the subject area of mechanics in physics.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the known variables and seek to identify appropriate equations to use. There is a focus on understanding the relevance of the information provided, particularly regarding the stone's behavior after hitting the water.

Discussion Status

Some participants have offered hints and guidance on how to approach the problem, emphasizing the importance of identifying known quantities and questioning the necessity of certain details. Multiple interpretations of the problem's requirements are being explored.

Contextual Notes

There is a suggestion that the information about the stone's motion after it hits the water may not be relevant to solving the initial question regarding the fall time. Participants are encouraged to clarify their understanding of the variables involved.

ben-newton
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Hi,

I have just started AS Physics and I am doing mechanics at the moment. I am stuck on a question at the moment which I would like to know if someone can answer:

A stone is dropped from rest from a diving board which is 6 metres above the water surface of the pool below. After it hits the water it sinks to the bottom of the pool (which is 4m deep) at a constant velocity equal to the velocity with whcih it struck the water.

How long does it take the stone to fall from the board to the water?

For this question I need to use one of the following formulas:

V= u + at

x= ut + 1/2 at^2
v^2= u^2 + 2ax
x=t/2 (u+v)

Can anyone help me?

Please?

(^2) = squared
 
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Hi, you need to think about what you know, and what you need to find out. Write them all down, then pick an equation that only includes those things.
 
How fast is the stone traveling when it hits the water? (Clue, how deep is the water?)
 
I'll bite and give you a hint -- the information about the stone after it hits the water is useless in answering the question at hand. That information "could" be used to figure out other information about the size/mass/etc about the stone, but eliminate that info for answering this question.

Now...I always like to start problems by writing down everything I know. Vi, Vf, a, position, etc. That could help you "pick" a formula.
 

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