Finding the area of an oil slick

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Homework Help Overview

The problem involves calculating the area of an oil slick based on the volume of oil and the size of individual molecules. The subject area relates to geometry and volume calculations in a physical context.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to calculate the area based on the volume of oil and the dimensions of the molecules. Some participants suggest visualizing the oil as layers to clarify the calculation.

Discussion Status

The discussion includes attempts to clarify the calculations and assumptions made by the original poster. There is acknowledgment of a potential misunderstanding regarding the input format for a specific platform, indicating a productive direction in resolving the issue.

Contextual Notes

Participants note that the original poster may have misinterpreted the requirements for entering data into a specific system, which could affect the outcome of their calculations.

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Homework Statement



Assume that an oil slick consists of a single layer of molecules and that each molecule occupies a cube 0.792 nm on a side.
Determine the area of an oil slick formed by 1.56 m^3 of oil.
Answer in units of m^2.

Homework Equations



1 nanometer = 1.0E9 meters

The Attempt at a Solution



.792 nm = 7.92E-10 m

(1.56 m^3) / (7.92E-10 m) = 1.97E9 m^2

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I think I'm doing everything right, but it's coming up as wrong...could someone please look through my work and point out anything I'm doing wrong?

That would be much appreciated, thanks!
 
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If you imagine the volume of oil as a cube consisting of a stack of many one-molecule-thick layers, then what you have calculated is the area of a single layer.
 
Thanks, lewando. I realized that I forgot the "+9" after the E when entering the problem in uTexas...although that's never been an issue before, I guess uTexas now requires that for exponents.
 
I'm glad it you figured that out. Please disregard my prior post altogether. I am flat-out dyslexic and it resulted in me giving you bad information.
 

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