Two delivery drivers have data about their delivery times. A delivery time of $+2$ minutes means the delivery arrives $2$ minutes early. A delivery time of $-7$ minutes means the delivery arrived $7$ minutes late. Delivery driver A has a mean delivery time of $+5$ minutes with a standard deviation of $15$ minutes. Delivery driver B has a mean delivery time of $-9$ minutes with a standard deviation of $5$ minutes.

You want to place a dinner order for delivery, to arrive at $7$pm$.$ What is the earliest it could arrive, or the latest it could arrive, if an arrival time falls within $2$ standard deviations $95\%$ of the time? Do not consider the remaining $5\%$ of the time. Do these times belong to the same driver?

Use the answer space below and provide $3$ pieces of information: $1$st$,$ earliest the delivery could arrive; $2$nd$,$ the latest the delivery could arrive; and $3$rd$,$ do these times belong to the same driver $($and if so$,$ which driver is it$,$ A or B$?)$