Radius of a Raindrop given Charge and Electric Potential

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Homework Help Overview

The problem involves calculating the radius of a spherical raindrop given its charge and electric potential. It falls under the subject area of electrostatics.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the application of the formula for electric potential and express concerns about the validity of the given values, particularly the potential and charge. There is a focus on unit consistency and the possibility of misprints in the problem statement.

Discussion Status

The discussion is ongoing, with participants questioning the accuracy of the problem's parameters and exploring potential errors in the provided values. No consensus has been reached, but there is a shared concern regarding the plausibility of the results obtained.

Contextual Notes

Participants note the unusual magnitude of the charge and potential values, suggesting that these may not be appropriate for a typical raindrop scenario.

freddy13
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Homework Statement


A spherical rain drop carries a charge of 5×10-6 C and has a potential of 8.800×10-8 V at the surface. Find the radius of the drop.


Homework Equations



V = (kQ)/r

The Attempt at a Solution



I simply moved V and r to their respective spots and plugged in my numbers. I got a very large number of 5.11*10^11, so i am wondering if my units are wrong or if I am doing something else wrong. Thanks for your help!
 
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Hello, freddy13.

You're right, you're getting a ridiculous answer even though your method is correct. (Your answer for the radius is more than 3 times the distance to the sun.) The value for the potential looks very suspicious. Are you sure that 10 is raised to the negative 8 power? Also, the value for the charge seems very high for a raindrop.
 
Last edited:
Yeah I copied the problem exactly! It has to be something with the units that I am missing, that seems to be the only possibility!
 
I agree. It must be a misprint in the statement of the problem.
 

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