Calculating Focal Length of Human Eye When Focusing Closely

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Homework Help Overview

The discussion revolves around calculating the focal length of the human eye when focusing on a close-up object, specifically addressing the change in refractive power measured in diopters.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the relationship between diopters and focal length, with some questioning how to apply the formula involving diopters to the problem at hand. There is uncertainty about converting units and incorporating the relevant equation.

Discussion Status

Some participants have provided insights into the relationship between diopters and focal length, while others express confusion about the next steps in the calculation. There is a sense of urgency due to a deadline, and multiple interpretations of the problem are being explored.

Contextual Notes

Participants are working under a time constraint as the homework is due soon, which may be influencing the urgency and level of detail in the discussion.

gadawg90
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The focal length of a relaxed human eye is approximately 1.78 cm. When we focus our eyes on a close-up object, we can change the refractive power of the eye by about 16 diopters. Calculate the focal length of the eye when we focus closely.



1/di+1/do=1/f



im not really sure what to do with the diopters. please help me start the problem.
 
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A diopter is 1/f measured in meters. So 16 diopters would be 1/16 meters.
 
alright so the 1.78 cm needs to be changed to .0178 m. do i need to incorporate that equation somehow or is this a really simple problem?
 
someone please help. this homework is due tonight and i don't know where to go from here
 
Hope this isn't too late.

A 16 diopter change means the following:
The value of 1/f is changed by 16/m or 16 m-1
You just need to figure out if 1/f would get larger or smaller, given that the eye is focusing on something close up.
 

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