 Spherical Mirror Equation #2 Printer Friendly Version
1. Which diagram best shows the location of point I, the image of the tip of the object arrow?
 2. If the object shown in the problem above is 3 cm from a mirror that has a radius of 10 cm, what is the exact location of the image?

3. The image in question #1 is
 4. If the object is 4 cm tall, how tall will the image be?

Refer to the following information for the next six questions.

An object is located at the center of curvature C of a concave spherical mirror with principal focus F. The focal length of the mirror is 0.10 meter. 5. At what distance from the mirror is the image located?
6. Is the image formed real or virtual?
7. If the object is moved to a new location which is twice as far away from the mirror, what will happen to the size of the image formed by the mirror?

8. As the object is moved from point C toward point F, the size of the image
 9. Where should the object be placed in front of the mirror so that it forms a real image that is twice as tall as the object?

 10. Where should the object be placed so that it forms a virtual image that is twice as tall as the object?

Refer to the following information for the next question.

A convex mirror monitors the aisles of a store. The mirror has a radius of curvature of 0.50 meters.
11. Where will the image of a customer standing 10.0 meters in front of the mirror be formed?

12. Which type of mirror can never form a real image?
13. Which statement is true?

 14. The only time an image cannot be formed by a mirror is when an object is placed  _____ in front of a _____ mirror. Related Documents