Solving Oil Drop Experiment: Calculate Largest e Value

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Homework Help Overview

The discussion revolves around the oil drop experiment, specifically focusing on determining the largest value of the fundamental unit of charge that aligns with a set of measured charges. The charges provided are in the order of x10^-19 C.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants explore the idea of calculating the largest fundamental charge by examining the provided values and questioning the relevance of averaging or calculating ratios. There is also a discussion about expressing the charges as fractions and determining their common factors.

Discussion Status

The discussion is active, with participants questioning the methods of finding the largest unit consistent with the measured values. Some guidance has been offered regarding the need to find the highest common factor among the values, though no consensus has been reached on the approach or the answer.

Contextual Notes

Participants are navigating the constraints of interpreting the values as multiples of a fundamental unit, which raises questions about the definitions and assumptions regarding the measurements provided.

cake_is_a_lie
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Homework Statement


The values for the charges on oil drops are 3,99 6,65 2,66 10,64 3,99 and 9,31
all these multiplied with x10-19C.
What is the largest value of the fundamental unit of charge that is consistent with the measured charges?


Homework Equations


Fundamental unit of charge is e=1,60x10-19C


The Attempt at a Solution


The question confuses me a little bit. Taking mean average is useless because the highest value is asked. I don't find also any reason to calculate ratios between the measured values althought 6,65/3,99=1,6666...
Any ideas?
 
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hi cake_is_a_lie! :smile:
cake_is_a_lie said:
The values for the charges on oil drops are 3,99 6,65 2,66 10,64 3,99 and 9,31 …

well, they're (approximately) 12/3, 20/3, 8/3, 32/3, and 28/3 … :wink:
 
Thank you for answering.
But I don't really understand the point. Actually this time the explanation and deduction is more useful than the actual answer.
 
well, what's the largest unit consistent with 12/3, 20/3, 8/3, 32/3, and 28/3, being multiples of that unit? :smile:
 
tiny-tim said:
well, what's the largest unit consistent with 12/3, 20/3, 8/3, 32/3, and 28/3, being multiples of that unit? :smile:
cake_is_a_lie said:
If I understand right it is 3. What I meant before was that how did you deduced these common fraction.

nooo :redface: … each value has to be a multiple of the unit

how can 20/3 be a multiple of 3?

you need to find the highest common factor (the highest number which goes into each value a whole number of times) :smile:
 

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