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In an experiment on social​ interaction, 33 people will sit in 33 seats in a row. in how many ways can this be​ done?

Respuesta :

coolnerdave
the formula is: [tex] \frac{n!}{(n-r)!} [/tex] , where n is the number of people (objects) and r is the number of ways (combinations).

n = 33 people
r = 33 ways
Putting the numbers in the eq:

[tex] \frac{33!}{(33-33)!} [/tex] = 8.683317619×10[tex] x^{36} [/tex] 

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