Based on meteorological records, there is significant rainfall 30% of the days in a year. If there is significant rainfall on any given day, 75% of the time there was significant rainfall the prior day. However, if there is no significant rainfall on a given day, there was significant rainfall the prior day only 40% of the time. Answer the following for a randomly selected day:What is the probability of no significant rainfall on a day, if there was significant rainfall on the prior day?