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There are 14 performers who will present their acts this weekend at a comedy club. One of the performers insists on being the last stand-up comic of the evening, and another performer wants to be the first. If these requests are granted, in how many different ways can the appearances be scheduled?
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So the positions of two performers are fixed
You need to plan the sequence for remaining 12 performers
How many ways can you choose a performer for second position ?
i believe it would look something like this1*12!*1
and if thats the case, 1*479,001,600*1 so the anser is 479,001,600
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Excellent !
thank you
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