Problem 3. A pair of narrow parallel slits separated by a distance of 0.274 mm are illuminated by the green component from a mercury vapor lamp (wavelength=545.5nm). What is the angle from the central maximum to the first bright fringe on wither side of the central maximum? Answer in degrees. Note: If the formula is: d(sin thetha)=m(wavelength) What do i do next?? Problem 25. A diffraction grating is calibrated by using the 546.1 m line of mercury vapor. The first-order maximum is found at an angle of 26.09 degrees. Calculate the number of lines per centimeter on this grating. Answer in units of lines/cm. Note: How do I start? Problem 12. By attaching a diffraction-grating spectroscope to an astronomical telescope, one can measure the spectral lines from a start and determine the start's chemical composition. Assume the grating has 3224 slits/cm. The wavelengths of the star's light are wavelength_1=463.200nm, wavelength_2=640.500 nm, and wavelength_3=704.700 nm. Find the angle at which the first-order spectral line for wavelength_1 occurs. Answer in degrees. Note: How do I start?