SAVE ME HW DUE AT MIDNITE Optics/Glasses problems

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SUMMARY

Yang's vision problem involves calculating her near point after correcting her eyesight for distance vision. She can focus on objects 170 cm away with a relaxed eye and 19 cm with full accommodation. To solve this, the lens formula (1/o + 1/i = 1/f) and power formula (P=1/D) are essential. The discussion emphasizes the need to demonstrate attempts at solutions to receive constructive feedback.

PREREQUISITES
  • Understanding of optics, specifically lens formulas
  • Familiarity with the concepts of near point and far point in vision
  • Knowledge of accommodation in the human eye
  • Basic algebra for manipulating equations
NEXT STEPS
  • Review the lens formula (1/o + 1/i = 1/f) and its applications in optics
  • Study the concept of accommodation and its effect on vision
  • Learn how to calculate the power of a lens using P=1/D
  • Practice solving problems related to near point and far point adjustments in vision
USEFUL FOR

Students studying optics, particularly those tackling problems related to vision correction, as well as educators looking for practical examples in teaching lens formulas.

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1. Yang can focus on objects 170 cm away with a relaxed eye. With full accommodation, she can focus on objects 19 cm away. After her eyesight is corrected for distance vision, what will her near point be while wearing her glasses?

Homework Equations


1/o + 1/i = 1/f
P=1/D

The Attempt at a Solution


Totally Stuck!
 
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Zywo said:
1. Yang can focus on objects 170 cm away with a relaxed eye. With full accommodation, she can focus on objects 19 cm away. After her eyesight is corrected for distance vision, what will her near point be while wearing her glasses?

Homework Equations


1/o + 1/i = 1/f
P=1/D

The Attempt at a Solution


Totally Stuck!


Not good enough. As you know from reading the rules link at the top of the page, you need to show us your attempt at a solution. Write those equations for the first scenario given (and show that to us). Write an equation for the second scenario, even if you don't know some of the values of the variables...
 

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