 The center of curvature C is the center of the sphere where the mirror was taken. 
 The vertex V is the center of the mirror. It is sometimes called the pole of the mirror. 
 The radius of curvature R is the radius of the sphere. It is the distance between C and V. 
 The principal axis P, or optical axis, is the straight line joining P and V. 
 The aperture MN refers to the width of the mirror. 
 The principal focus F is the point where the reflected rays seem to come from behind a 
diverging mirror. 
 The focal length f is the distance from the vertex to the principal focus. Since the 
principal focus is midway between C and V, the focal length is one-half the radius of 
curvature; f= 
1 
2 
R
1. A ray passing through the center of curvature is reflected along 
itself.
2. A ray parallel to the principal or optical axis is reflected through the 
principal focus in converging mirrors, or appears to come from 
the principal focus in diverging mirrors.
3. A ray passing through the focus is reflected parallel to the 
principal or optical axis.
4. A ray striking the vertex of the mirror is reflected at an equal 
angle on the opposite side of the principal axis .
PROBLEM: 
How are images formed in curve mirrors? 
MATERIALS: 
A. Learning Station 1 
 Meter stick 
 Object lamp 
 Ruler 
 Concave mirror 
 Meter stick 
 Screen 
B. Learning Station 2 
 Object lamp 
 Meter stick 
 Ruler 
 Convex mirror 
 Meter stick 
 Screen
Learning 
Station 1 
Learning 
Station 2 
Group 
1 
Group 
2 
Finished
A. Concave Mirror 
Where must you place an object if 
you want to form an image that is 
upright and bigger than the object? 
Where must you place an object if 
you want to form a smaller image? 
Where can you place an object so that 
no image forms? 
 Between which two points does an 
image form is virtual? 
B. Convex Mirror 
What kind of image is always formed 
on convex mirrors?
Have advance readings on 
Refraction of Light and answer 
the following questions: 
1. How is light refracted? 
2. What is the mathematical 
equation for the index of 
refration? 
Refer to Physics: Science and 
Technology IV Textbook page

Image formation

  • 3.
     The centerof curvature C is the center of the sphere where the mirror was taken.  The vertex V is the center of the mirror. It is sometimes called the pole of the mirror.  The radius of curvature R is the radius of the sphere. It is the distance between C and V.  The principal axis P, or optical axis, is the straight line joining P and V.  The aperture MN refers to the width of the mirror.  The principal focus F is the point where the reflected rays seem to come from behind a diverging mirror.  The focal length f is the distance from the vertex to the principal focus. Since the principal focus is midway between C and V, the focal length is one-half the radius of curvature; f= 1 2 R
  • 5.
    1. A raypassing through the center of curvature is reflected along itself.
  • 6.
    2. A rayparallel to the principal or optical axis is reflected through the principal focus in converging mirrors, or appears to come from the principal focus in diverging mirrors.
  • 7.
    3. A raypassing through the focus is reflected parallel to the principal or optical axis.
  • 8.
    4. A raystriking the vertex of the mirror is reflected at an equal angle on the opposite side of the principal axis .
  • 9.
    PROBLEM: How areimages formed in curve mirrors? MATERIALS: A. Learning Station 1  Meter stick  Object lamp  Ruler  Concave mirror  Meter stick  Screen B. Learning Station 2  Object lamp  Meter stick  Ruler  Convex mirror  Meter stick  Screen
  • 10.
    Learning Station 1 Learning Station 2 Group 1 Group 2 Finished
  • 12.
    A. Concave Mirror Where must you place an object if you want to form an image that is upright and bigger than the object? Where must you place an object if you want to form a smaller image? Where can you place an object so that no image forms?  Between which two points does an image form is virtual? B. Convex Mirror What kind of image is always formed on convex mirrors?
  • 13.
    Have advance readingson Refraction of Light and answer the following questions: 1. How is light refracted? 2. What is the mathematical equation for the index of refration? Refer to Physics: Science and Technology IV Textbook page