-$1.43
Step-by-step explanation:
Total tickets = 3000
Cost per ticket = $2
Prize to be awarded = $1700
The chance of selling one ticket = 1/total tickets
The chance of selling one ticket = 1/3000
We are aslked to find the expected value of a single ticket
![\begin{gathered} \text{Expected value = }price\text{ awarded }* Pr(selling\text{ one ticket) - cost per ticket (number of ticket in consideration)} \\ \text{number of ticket in consideration = single ticket} \end{gathered}]()
