Binomial Distribution: Videos & Practice Problems

In a fictional lottery game called Lucky $5$, players pay $\mathrm{\backslash (}2.00$ to choose a five-digit number from $00000$ to $99999$. If their selected number exactly matches the five-digit number drawn, they win $\mathrm{\backslash )}90,000.00$. In another game, a $\mathrm{\backslash (}2.00$ bet has an expected value of $-\mathrm{\backslash )}1.00$. Which option has a higher expected value — a $\mathrm{\backslash (}2.00$ bet in the Lucky $5$ game or the $\mathrm{\backslash )}2.00$ bet in the other game?