question archive mirror equation: 1/s + 1/s' = 1/f linear magnification: m = h'/h = -s'/s 1
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mirror equation: 1/s + 1/s' = 1/f
linear magnification: m = h'/h = -s'/s
1.With the concave side of your mirror facing you, hold up one finger and observe and record what happens to the image of your finger as you move it closer and closer to the mirror (go all the way until you are just about touching the mirror). Do you see a transition at some point? Be sure to note how the size of the image changes as well as whether it remains inverted or becomes upright.
2. At what point in front of the concave lens does this transition occur? Let's use the mirror equation to find out. Make a second table for your report and calculate s', h', and m (and note whether the image is real or virtual and upright or inverted) for two cases:
1) when the object is at a point just outside the focal length s = 1.1*f
2) when the object is slightly nearer to the mirror than the focal point at s = 0.9*f
Question 2. Use the results of your table to record the approximate focal length of your mirror. Does this roughly agree with your observation of your finger?
Question 3. Where should you place the object if you want the image to have the greatest magnification? Use the mirror equation to calculate the ideal location for max magnification.
Part A
Answer 1
as we move closer to concave mirror we see series of image formations as -
as we see result from 1 to 6 we conclude that size of image increase as we move from infinity to focus of mirror. also
Characteristics of Concave Mirrors
Answer 2
transition start from 3rd condition of image formation and continue till last goes on magnifying
Concave Mirror Ray Diagram
Part B
Answer 1
answer 2
part 3
Answer 1 F is nearly 4.79 which is different from my mirrors focal length
Answer 2
object should be placed between C & F to get maximum magnifications explaination is above question 1 table
image
S. No | Position of Object | Position of Image | Size of Image | Nature of Image |
1 | At infinity | At the focus F | Highly Diminished | Real and Inverted |
2 | Beyond the center of curvature C | Between F and C | Diminished | Real and Inverted |
3 | At the center of curvature C | At C | Same Size | Real and Inverted |
4 | Between C and F | Beyond C | Enlarged | Real and Inverted |
5 | At focus F | At Infinity | Highly Enlarged | Real and Inverted |
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