yancey collects plastic banks.he has three different banks:a pig,a cow,and a horse.how many wayscan yancey arrange his banks on a shelf
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kevin has a rabbit,a ferret,a gerbil,and a turtle.he feeds them in a different order each day.in how many different orders can kevin feed his pets?
You can solve this problem, the same way I solved your other problem.
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To find how many ways Yancey can arrange his three different banks (a pig, a cow, and a horse) on a shelf, we can use the concept of permutations.
The number of ways to arrange the banks can be found by calculating the factorial of the total number of banks. In this case, Yancey has three different banks, so the total number of arrangements can be calculated as:
3! = 3 x 2 x 1 = 6
Therefore, there are 6 different ways Yancey can arrange his banks on a shelf.