Converging lens b This drawing of principle rays for a convex lens is based on the two facts: 1. A ray through the center of the lens is not deflected. 2. Aray entering or leaving the lens parallel to the optical axis goes through the focal point. Match the variables (a-e) in the figure with the corresponding optical variables: f = focal length ho = object height hị = image height do = object distance d; = image distance %3D %3D

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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Investigate Newton's Thin Lens Equation
1.
Converging lens
This drawing of principle rays for a convex lens is based on the two facts:
1. A ray through the center of the lens is not deflected.
2. A ray entering or leaving the lens parallel to the optical axis goes through the focal point.
Match the variables (a-e) in the figure with the corresponding optical variables:
f = focal length
ho = object height
h; = image height
do = object distance
d; = image distance
Transcribed Image Text:Investigate Newton's Thin Lens Equation 1. Converging lens This drawing of principle rays for a convex lens is based on the two facts: 1. A ray through the center of the lens is not deflected. 2. A ray entering or leaving the lens parallel to the optical axis goes through the focal point. Match the variables (a-e) in the figure with the corresponding optical variables: f = focal length ho = object height h; = image height do = object distance d; = image distance
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