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Determine whether the scenario below involves permutations or combinations. At a family gathering, 32 people are trying to fit into several cars. Your car holds 6 people. How many different groups of 6 could you take in your car?
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unless it matters what order they enter the car, then it is a "combination" the number of ways you can choose 6 out of 32
32P6
otherwise known as \(\binom{32}{6}\) or \(_{32}C_6\)
@uri i don't think it matters what order they enter the car, just a group of six planted in the car not a permutation, but rather a combination
Oops its combination So, 32C6=32P6/6!
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32*31*30*29*28*27/6*5*4*3*2*1
@satellite73 Am i right?
Thank you @satellite73 and @uri, I deeply appreciate it
yw :)
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