he Jet ThruSky airline flies from New York to San Francisco in a small plane with 25 seats.

Some people make reservations but don't show up on time. This causes the airline to lose money for empty seats. So, like most other airlines, Jet ThruSky will accept a few more than 25 reservations, "overbooking" the flight. But, if all passengers show up for the flight, the "bumped" passengers will receive money and/or vouchers for future flights. Assume that there is a 0.0995 probability that a passenger with a reservation will not show up for the flight and that 28 reservations are allowed.

1.) If 28 reservations are accepted for a plane with 25 seats, how many potential "bumped" passengers will there be? Write a complete sentence.

2.) The table below gives the first three rows of a binomial distribution for this scenario