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All that Cody has left of his Halloween candy stash is one pack each of dark chocolate squares, jawbreakers, hard candies, and gummy bears. In how many different orders can he eat the remaining candy?

All that Cody has left of his Halloween candy stash is one pack each of dark chocolate squares, jawbreakers, hard candies, and gummy bears. In how many different orders can he eat the remaining candy?

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Full solution

Q. All that Cody has left of his Halloween candy stash is one pack each of dark chocolate squares, jawbreakers, hard candies, and gummy bears. In how many different orders can he eat the remaining candy?

List of Candies: List of items: Dark chocolate squares, jawbreakers, hard candies, and gummy bears. $\newline$ Cody wants to know in how many different orders he can eat these candies. $\newline$ There are $4$ items in the given list of candies. $\newline$ Number of orders: $4!$
Calculate Factorial: Find the value of $4!$ . $\newline$ Number of orders = $4!$ $\newline$ = $4 \times 3 \times 2 \times 1$ $\newline$ = $24$

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