Solving the Watermelon Drop Physics Problem: Step-by-Step Guide

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Homework Help Overview

The problem involves a physics scenario where a watermelon is dropped from a building, and the time taken for the sound of it hitting the ground to reach the student is given. The objective is to determine the height of the building, considering the speed of sound and ignoring air resistance.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the relationship between the time taken for the watermelon to fall and the time taken for the sound to travel back up. There are attempts to formulate equations based on these relationships, with some questioning the correctness of their substitutions and methods.

Discussion Status

There is ongoing dialogue about the approach to solving the problem, with participants seeking clarification on the equations used and the steps taken. Some guidance has been offered regarding breaking down the time components involved in the scenario.

Contextual Notes

Participants are working under the constraint of a specific time frame (2.5 seconds) and the speed of sound (340 m/s), while also ignoring air resistance. There is a noted discrepancy between the answers obtained by participants and those provided in the textbook.

Alanf718
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Ok Iam having problems again with yet something else.

The problem states that

A physics student with too much free time drops a water melon from the roof of a building. He hears the sound of the watermelon going splat 2.50s later. How high is the building? The speed of sound is 340m/s. You may Ignore air restiance.

Well I tried solving this by replacing t by

t= 2.5 - (deltaY/340);

but the book tells me a completely different answer. Can anyone show me how to do this one?
 
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The time it takes until you hear the sound from the moment it is dropped is the times it takes the melon to fall to the ground plus the time it takes for sound to go from the ground to the top of the building.
Write down the equation for this and solve for the height.
 
thats what i did with
t= 2.5 - (deltaY/340);

but I don't get the right answer
 
Why don't you elaborate on what you've done?
What method did you use exactly. You replaced t by 2.5 - (deltaY/340) in what equation? What answer did you get?

Try giving an expression for the amount of time it takes for the melon to drop to the ground. Then for the amount of time it takes for sound to travel up the length of the building.
 

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