| It is known that, on average, \(40 \%\) of the drivers who take their driving test at a local test centre pass their driving test. |
| Each day 32 drivers take their driving test at this centre. |
| The number of drivers who pass their test on a particular day can be modelled by the distribution B (32, 0.4) |
| State one assumption, in context, required for this distribution to be used. |
| [1 mark] \(\_\_\_\_\) \(\_\_\_\_\) \(\_\_\_\_\) |
| Find the probability that exactly 7 of the drivers on a particular day pass their test. |
| [1 mark] \(\_\_\_\_\) \(\_\_\_\_\) \(\_\_\_\_\) |
| Find the probability that, at most, 16 of the drivers on a particular day pass their test. |
| [1 mark] \(\_\_\_\_\) \(\_\_\_\_\) \(\_\_\_\_\) |
| Find the probability that more than 12 of the drivers on a particular day pass their test. |
| [2 marks] \(\_\_\_\_\) \(\_\_\_\_\) \(\_\_\_\_\) \(\_\_\_\_\) \(\_\_\_\_\) \(\_\_\_\_\) |