Every day you drive to work. There is only one traffic light between your home and
your job, and based upon data you have collected this light is green 60 percent of the time
between 6 and 7 a. m.. You typically arrive at this traffic light at 6:45 a. m. What is the
probability that you never have to stop at this light for the next 5 days you go to work? You
may assume that each day is an independent event.