2. The table below describes the probability distribution for the number of car break-ins in an apartment complex on a given day, based on information from the police department. P(x) O 0.59 0.20 0.11 UTAWNY 0.05 0.03 0.02 a. What is the probability that there are no car break-ins on a given day at this apartment complex? b. What is the probability that there are 3 or more car break-ins on a given day at this apartment complex? c. Find the mean number of daily car break-ins at this apartment complex. d. Find the standard deviation for the number of daily car break-ins at this apartment complex. 3. A charity has sold 400 raffle tickets for $70 each. The prize is valued at $1200. If you bought a raffle ticket, what is the expected value of your winnings? /