In an experiment, the optical behaviour of a material was studied. The intensity of light, I, reflected from a crystal of lithium fluoride was measured as the angular position, 0, of a polariser placed between the light source and the crystal was changed. Table 6.13 gives data of the intensity (in arbitrary units)] as a function of angle. Assume that the function that describes the data in Table 6.13 is of the form I = (Imax – Imin) cos (26) + Imin» where Imax and Imin are constants. %3D Using the slope and intercept, calculate Imax and Imin-
In an experiment, the optical behaviour of a material was studied. The intensity of light, I, reflected from a crystal of lithium fluoride was measured as the angular position, 0, of a polariser placed between the light source and the crystal was changed. Table 6.13 gives data of the intensity (in arbitrary units)] as a function of angle. Assume that the function that describes the data in Table 6.13 is of the form I = (Imax – Imin) cos (26) + Imin» where Imax and Imin are constants. %3D Using the slope and intercept, calculate Imax and Imin-
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![In an experiment, the optical behaviour of a material was studied. The intensity
of light, I, reflected from a crystal of lithium fluoride was measured as the
angular position, 0, of a polariser placed between the light source and the
crystal was changed. Table 6.13 gives data of the intensity (in arbitrary units)]
as a function of angle.
Assume that the function that describes the data in Table 6.13 is of the form
I = (Imax – Imin) cos (26) + Imin» where Imax and Imin are constants.
%3D
Using the slope and intercept, calculate Imax and Imin-](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0389a865-4751-4934-89cf-a8878b59d9dd%2F4285fa8d-24e9-493c-a0d2-d97b42d40fcd%2Ft40nqu.jpeg&w=3840&q=75)
Transcribed Image Text:In an experiment, the optical behaviour of a material was studied. The intensity
of light, I, reflected from a crystal of lithium fluoride was measured as the
angular position, 0, of a polariser placed between the light source and the
crystal was changed. Table 6.13 gives data of the intensity (in arbitrary units)]
as a function of angle.
Assume that the function that describes the data in Table 6.13 is of the form
I = (Imax – Imin) cos (26) + Imin» where Imax and Imin are constants.
%3D
Using the slope and intercept, calculate Imax and Imin-
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