Summary
- Polarization
- Light rays
- Law of reflection
- Law of Reflection applet
- Spherical mirrors
- Lecture learning outcomes
A student who masters the topics in this lecture will be able to:
- apply the law of reflection to specular reflection off plane and curved surfaces
- explain the features of a virtual image
- use either a ray diagram or mathematics to predict the location of an image formed by a plane mirror
- draw a ray diagram with three principal rays to predict the image location, orientation, and size for either a convex or a concave spherical mirror
- use algebra to find the object distance do, image distance di, or focal length f for a spherical mirror when any two of these quantities are given
Practice:
Try these additional examples
Example #5
Example #6
Prepare:
Read textbook sections 26-5 through 26-7 before the next lecture
klm
What is the shortest mirror in which a 2.0-m tall person can see her entire body?
A. 0.5 m
B. 1.0 m
C. 2.0 m
D. Depends on distance to mirror
Answer
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In what location will the image form?
1. A
2. B
3. C
4. D
Answer
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Which ray is correct?
ray A
ray B
ray C
ray D
Answer
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A candle is placed 8.0 cm in front of a concave mirror with a radius of curvature of 20 cm. Where
is the image?
A. +20 cm
B. −40 cm
C. +2.5 cm
D. −12 cm
Answer
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Observer 1 sees an image of a flower at location C. At which location does observer 2 see the image of the flower?
Answer
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A 5.00-cm-tall object is placed 12.0 cm in front of a convex mirror with a radius of curvature of 24.0 cm. How tall is the image?
A. 2.50 cm
B. 5.00 cm
C. 7.50 cm
D. 12.0 cm
Answer
B. 1.0 m
The ray emerging from the person's foot will strike the mirror at waist level before entering the person's eye. Note the
diagram:
4. D
ray C
As it obeys the law of reflection, ray C reflects off the vertex
of the mirror as if it were a plane mirror. This is because the slope of the mirror goes to zero at
the vertex.
B. −40 cm
Location C
The location of the image is determined by the location of the object, not the position of the observer.
A. 2.50 cm