How to solve question c) and explanation? Thanks

(b) When we compute the sample mean and sample standard deviation for the transaction times, we find that x = 36.56 and s = 4.475. Compute each of the intervals [x + s], [x + 2s], and [x + 3s]. Then count the number of transaction times that actually fall into each interval and find the percentage of transaction times that actually fall into each interval. (Round your answers to 3 decimal places. Omit the "%" sign in your response.) [x + s] [32.085 , 41.035 0]: 87.302 8 % [x + 2s] [27.610 , 45.510 ]: 95.238 0 % [x + 3s] [23.135 0, 49.985 0]: 96.825 0 % (c) How do the percentages of transaction times that fall into the intervals [x + s], [x + 2s], and [x + 3s] compare to those given by the Empirical Rule? How do the percentages of transaction times that fall into the intervals [x + 2s] and [x+ 3s] compare to those given by Chebyshev's Theorem