In a raffle game, each participant buys a $\$1$ ticket and chooses $4$ different numbers from $1$ to $60$, without replacement. To win, a participant must select the exact same $4$ numbers (order does not matter) that are drawn.
Given that there are $487,635$ possible combinations, what should the prize amount be to ensure an average profit of $50\%$, which is typical for raffles?

• A. $\$243,818$
• B. $\$325,090$
• C. $\$599,127$
• D. $\$487,635$

Answer: (B)