A beam of light contains all wavelengths between 410 nm and 630 nm and is incident on a diffraction grating with 150 lines/mm.
If two consecutive orders are overlapping, what can you say about the angles ̘ of the high and low wavelength light from the two orders?
A. [̘630 nm]higher order < [̘410 nm]lower order
B. [̘410 nm]higher order > [̘630 nm]lower order
C. [̘410 nm]higher order < [̘630 nm]lower order
D. [̘630 nm]higher order = [̘410 nm]lower order
What is the lowest order that is overlapped by another order?
m = 2
What is the highest order for which the complete wavelength range of the beam is present?
m = 10
What is the greatest angle at which the light with the shortest wavelength appears?
79.58 degrees