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6 bananas are to be selected from a group of 8. In how many ways can this be done?
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8-6
I disaree with teresaa I'm sorry, this is a type of combination problem: therefore the answer should be 8C6 which is equal to 28ways.
by the way Combination (C) at my answer is \[n! \over (n-r)!r!\] where ! means factorial, n is the number of things, r taken at a time. so by substituting the values. \[8! \over (8-6)!6!\] the answer will be 28 ways. I hope this would help.
is it permutation? If yes then n!/(n-r)!
i think its a combination muhammad.
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