Two nearly equal wavelengths of light are incident on an N-slit grating. The two wavelengths are not resolvable. When N is increased they become resolvable. This is because: A. more light gets through the grating B. the lines get more intense C. the entire pattern spreads out D. there are more orders present E. the lines become more narrow

so when we increase the N(number of slits) resolving power of the slit increases which leads to spreading of pattern on to the screen.so due to spreading of pattern the pattern becomes more visible.
Two nearly equal wavelengths of light are incident on an N-slit grating. The two wavelengths are...
A diffraction grating having 180 lines/mm is illuminated with a light signal containing only two wavelengths, λ1 = 444 nm and λ2 = 555 nm. The signal is incident perpendicularly on the grating. (a) What is the angular separation between the second-order maxima of these two wavelengths? (b) What is the smallest angle at which two of the resulting maxima are superimposed? (c) What is the highest order for which maxima for both wavelengths are present in the diffraction pattern?
A diffraction grating having 190 lines/mm is illuminated with a light signal containing only two wavelengths, λ1 = 440 nm and λ2 = 550 nm. The signal is incident perpendicularly on the grating. (a) What is the angular separation between the second-order maxima of these two wavelengths? (b) What is the smallest angle at which two of the resulting maxima are superimposed? (c) What is the highest order for which maxima for both wavelengths are present in the diffraction pattern?
An intense monochromatic light incident on a diffraction grating with slit spacing d is causing an increase of the grating temperature. How should the frequency of the light be changed so that the position of bright fringes does not change. (Consider that the thermal expansion of the diffraction grating does not damage the slits.) Select one: a. f should be increased. b. f has no effect on the position of the bright fringes. c. f should be decreased. d. f...
A diffraction grating having 190 lines/mm is illuminated with a light signal containing only two wavelengths, λ1 = 420 nm and λ2-525 nm. The signal is incident perpendicularly on the grating. (a) What is the angular separation between the second-order maxima of these two wavelengths? (b) What is the smallest angle at which two of the resulting maxima are superimposed? (c) What is the highest order for which maxima for both wavelengths are present in the diffraction pattern? (a) Number...
A light source containing two wavelengths, red and green, is incident on two slits separated by a distance "d". The resulting pattern is observed on a screen a distance "L"away. 1. Draw a diagram indicating the source, the slits, the screen and the resulting zeroth, first and second order pattern observed on the screen. Clearly label the color(s) of the spots. (10 Points) Op 2. In the two 2. In the two-slit experiment described above, a third-order bright fringe for...
The spectrum of light from heated up Helium gas has only a few wavelengths present. These are known as spectral lines. It includes a strong yellow line with a wavelength in a vacuum of 587.5 nm and a red line at 667.8 nm. What are the angular separations (in degrees) between these two spectral lines for all visible orders obtained with a diffraction grating that has 7350 grooves/cm? (In this problem assume that the light is incident normally on the...
Suppose that you have a reflection diffraction grating with n= 140 lines per millimeter. Light from a sodium lamp passes through the grating and is diffracted onto a distant screen. a. Two visible lines in the sodium spectrum have wavelengths 498 nm and 569 nm. What is the angular separation Δθ of the first maxima of these spectral lines generated by this diffraction grating? answer is 57 degrees b. How wide does this grating need to be to allow you...
Suppose that you have a reflection diffraction grating with n= 140 lines per millimeter. Light from a sodium lamp passes through the grating and is diffracted onto a distant screen. A. Two visible lines in the sodium spectrum have wavelengths 498 nm and 569 nm. What is the angular separation Δθ of the first maxima of these spectral lines generated by this diffraction grating? B. How wide does this grating need to be to allow you to resolve the two...
Plane coherent light waves with wavelength 565 nm are incident on two narrow parallel slits positioned a distance d = 1 mm apart in a plane parallel to the incoming wavefronts. The interference pattern is observed on a screen parallel to the original wavefronts at 1 m from the two slits. One of the slits is covered on the illuminated side by a glass slide of 0.1 mm thickness with refractive index 1.5. a/ What is the phase difference ∆φ...
A light ray in air (n= 1) is incident on a thin film of oil (noil = 1.60) floating on top of water (nwater = 1.33), as shown below. The wavelength of the incident light in air is Aair = 640 nm. The oil layer has a thickness t = 0.5 um. The ray is assumed to be incident practically along the normal. That is, we won't be worried about angles of reflection or refraction when doing this problem. However,...