In the d-wave quantum computer, heat alone could accidentally switch a "0" to "1" or vice versa. the energy difference between the high energy "0" and low energy "1" is ae= 3 x 10-24 kg m? s-2. if the (time spent in high energy state) / (time spent in low energy state) = [exp (-ae/kt)] where ae = energy difference, t = temperature (in k), and k = boltzmann's constant = 1.38 x 10-23 m2 kg s-2 k-1, find: a) the absolute temperature (in degrees kelvin, k) that the computer needs to operate at so that (time spent in high energy state)/ (time spent in low energy state) = 10-6 in order that the q-bits do not accidentally switch more than 1 time in a million. b) what is the value of that temperature in degrees celsius and degrees fahrenheit?