I need the solution for 5.23 (not 5.22) please. Thanks!

5.23 Referring to Problem 5.22, show in detail how, if the hologram is illuminated with monochromatic light, there will be two diffracted beams, one producing a real image of the strip, the other producing a virtual image. One beam appears to diverge from a line 0 corresponding to the original object, the other converges to a line 0, the real image. Find the actual angles of diffraction for various values of y given in Problem 5.22. Will there be a second-order (or higher-order) diffracted beam? 5.22 A simple hologram is made in the following manner: The object is a single narrow white strip located a distance d from the base of the recording plate. The wavelength of the laser is 1. The plate is illuminated normally by the reference beam. Show that the resulting pattern on the hologram is a one-dimensional grating with a variable spacing in the y direction. Give the numerical values of this spacing for 1 = 6328 , d = 10 cm, when y = 0, 1 cm, 5 cm, 10 cm. 5.23 Referring to Problem 5.22, show in detail how, if the hologram is illuminated with monochromatic light, there will be two diffracted beams, one producing a real image of the strip, the other producing a virtual image. One beam appears to diverge from a line 0 corresponding to the original object, the other converges to a line 0, the real image. Find the actual angles of diffraction for various values of y given in Problem 5.22. Will there be a second-order (or higher-order) diffracted beam? 5.22 A simple hologram is made in the following manner: The object is a single narrow white strip located a distance d from the base of the recording plate. The wavelength of the laser is 1. The plate is illuminated normally by the reference beam. Show that the resulting pattern on the hologram is a one-dimensional grating with a variable spacing in the y direction. Give the numerical values of this spacing for 1 = 6328 , d = 10 cm, when y = 0, 1 cm, 5 cm, 10 cm