2. The refraction of light between air and glass is the basis of the corrective lenses. The surface of the glass can be curved more or less to bring rays of light into focus at any distance from the lens. So, a lens can be thought of as a piece of a glass sphere with a certain radius as shown in figure 1 below. The bigger the radius, the less curved the lens is. In figure 2, I've zoomed in on the lens. I've drawn two parallel light rays entering the lens from the upper and lower half. If the incident angle of the light rays is 5°, at what distance from the back side of the lens will the light rays come into focus (answering in millimeters will likely be most convenient). Remember that refraction will occur when the light passes from the air to the glass, then again when it passes from the glass to the air. The indices of refraction of air and glass are 1 and 1.52, respectively. Lens R Figure 1 Oi x=4mm h = 2mm Figure 2 d=?

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Chapter1: Units, Trigonometry. And Vectors
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2. The refraction of light between air and glass is the basis of the corrective lenses. The surface of
the glass can be curved more or less to bring rays of light into focus at any distance from the lens.
So, a lens can be thought of as a piece of a glass sphere with a certain radius as shown in figure 1
below. The bigger the radius, the less curved the lens is. In figure 2, I've zoomed in on the lens. I've
drawn two parallel light rays entering the lens from the upper and lower half. If the incident angle of
the light rays is 5°, at what distance from the back side of the lens will the light rays come into focus
(answering in millimeters will likely be most convenient). Remember that refraction will occur when
the light passes from the air to the glass, then again when it passes from the glass to the air. The
indices of refraction of air and glass are 1 and 1.52, respectively.
Lens
R
Figure 1
Di
x = 4mm
Tar
h = 2mm;
Figure 2
d=?
Transcribed Image Text:2. The refraction of light between air and glass is the basis of the corrective lenses. The surface of the glass can be curved more or less to bring rays of light into focus at any distance from the lens. So, a lens can be thought of as a piece of a glass sphere with a certain radius as shown in figure 1 below. The bigger the radius, the less curved the lens is. In figure 2, I've zoomed in on the lens. I've drawn two parallel light rays entering the lens from the upper and lower half. If the incident angle of the light rays is 5°, at what distance from the back side of the lens will the light rays come into focus (answering in millimeters will likely be most convenient). Remember that refraction will occur when the light passes from the air to the glass, then again when it passes from the glass to the air. The indices of refraction of air and glass are 1 and 1.52, respectively. Lens R Figure 1 Di x = 4mm Tar h = 2mm; Figure 2 d=?
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