| Multiple images with mirrors |
|
| A kaleidoscope is an instrument
that produces tesselations from images reflected in mirrors. -2 mirrors |
|
| Place the two mirrors
at 90o to each other. As the angle between the two mirrors
decreases the number of images increases. Click to see a 120kb movie of how you can multiply your money. |
![]() |
Place the two mirrors at 90o to each other. Count the number of images produced. |
![]() |
Place the two mirrors at 80o to each other. Count the number of images produced. |
![]() |
Place the two mirrors at 70o to each other. Count the number of images produced. |
![]() |
Place the two mirrors at 60o to each other. Count the number of images produced. |
![]() |
Complete the table by experimentation |
|
| Place the two mirrors at 50o to each other.
|
Count the number of images produced. |
| Place the two mirrors at 40o to each other. | Count the number of images produced. |
| Develop a formula that relates the degree of separation of the two mirrors with the number of images produced . | |
12 images are produced by the two mirrors pictured ont he right. What is the degree of separation of the two mirrors?
|
![]() |
| How many images will be produced if the angle between the mirrors was 10o? | |
| Draw up a table of results. | |
| Graph your results on an appropriate set of axis. Label the axis and draw a line of best fit. |
|
| Is this a straight line? What is the relationship between the angle of the mirrors to each other and the number of images produced? | |
| What are the dependent and independent variables? | |