Problem 2: Side-view mirrors allow a driver to see what is directly behind the vehicle. The driver is not located in the center of the vehicle, so the left and right-side mirrors must be oriented at different angles. Imagine a line that runs through both side-view mirrors. The driver's eyes are located a distance y = 18 inches behind this line. The distance from the driver's eyes to the center of the left mirror is d₁ = 22 inches and the distance from the driver's eyes to the center of the right mirror is dp = 46 inches. Refer to the figure. Assume that the driver's eyes and both mirrors lie in the same horizontal plane. Mirrors Light rays OR

Principles of Physics: A Calculus-Based Text
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Author:Raymond A. Serway, John W. Jewett
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Chapter26: Image Formation By Mirrors And Lenses
Section: Chapter Questions
Problem 5OQ
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Part (a)  Find the angle, θL, of the left mirror, in degrees. 

Part (b)  Find the angle, θR, of the left mirror, in degrees. 

 

Problem 2: Side-view mirrors allow a driver to see what is directly behind the vehicle. The driver
is not located in the center of the vehicle, so the left- and right-side mirrors must be oriented at different
angles. Imagine a line that runs through both side-view mirrors. The driver's eyes are located a distance y =
18 inches behind this line. The distance from the driver's eyes to the center of the left mirror is d₁ = 22
inches and the distance from the driver's eyes to the center of the right mirror is dp = 46 inches. Refer to the
figure. Assume that the driver's eyes and both mirrors lie in the same horizontal plane.
Mirrors
Light rays
0.
L
d
d₂
R
0₂
Transcribed Image Text:Problem 2: Side-view mirrors allow a driver to see what is directly behind the vehicle. The driver is not located in the center of the vehicle, so the left- and right-side mirrors must be oriented at different angles. Imagine a line that runs through both side-view mirrors. The driver's eyes are located a distance y = 18 inches behind this line. The distance from the driver's eyes to the center of the left mirror is d₁ = 22 inches and the distance from the driver's eyes to the center of the right mirror is dp = 46 inches. Refer to the figure. Assume that the driver's eyes and both mirrors lie in the same horizontal plane. Mirrors Light rays 0. L d d₂ R 0₂
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