Determining the magnification of a concave mirror

Item No. P1068000 | Type: Experiments

10 Minutes
10 Minutes
grades 7-10
medium
Pupils
Digital learning
EUR 591.30
Content 1 piece

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Student set Optics 2, TESS advanced Physics

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Student set Optics 2 digital, TESS advanced Physics

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Principle

The theoretical determination of the equation A = B/G = b/g (magnification) does not normally cause problems. It is thus advisable to use the experiment to confirm this. Then the students will have sufficient orientation as to the goal of the experiment from the very beginning. As a consequence, after having experimentally determined the 4 values, they will know that it is important to calculate the two ratios B/G and b/g and to compare them.

Benefits

  • Multifunctional light box - All-in-one: Can be used for geometric optics on the table, colour mixing and on an optical bench
  • Extension with others sets at anytime, no additional light sources needed, recognition value for students

Tasks

How can the size of concave mirror images be calculated? Investigate the correlation between the object distance g, the image distance b, the object size G and the image size B for real images formed by a concave mirror.

Name
Filename
Filesize
Filetyp
Digital learning
(en) Experiment guide
p1068000e .pdf
Filesize 0.45 Mb
pdf
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(de) Versuchsbeschreibung
p1068000_de .pdf
Filesize 1.81 Mb
pdf
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(ru) Versuchsbeschreibung
p1068000_ru .pdf
Filesize 1.98 Mb
pdf
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Determining the magnification of a concave mirror
- .H5P
Filesize -
.H5P