For vibrational states, the boltzmann equation can be written as n1 n0 = e − δe kt, where n0 and n1 are the populations of the lower and higher energy states, respectively, δe is the energy difference between states, k is boltzman’s constant, and t is the temperature in kelvins. for temperatures of 15 °c and 50 °c, calculate the ratios of the intensities of the anti-stokes and stokes lines for ccl4 at (a) 218 cm-1 , (b) 459 cm-1 , and (c) 790 cm-1 . for each temperature and raman shift, calculate how much more intense the stokes line is compared to the anti-stokes line. room temperature is 298k