Let A denote the event of placing a $$1$ straight bet on a certain lottery and winning. Suppose that, for this particular lottery, there are $2,520$ different ways that you can select the four digits $($with repetition allowed$)$ in this lottery, and only one of those four$-$digit numbers will be the winner What is the value of P$($A$)?$ What is the value of PAP What is the value of P$($A$)?$ P$($A$)=000023($Round to five decimal places as needed.$)$