Josephine has eight chemistry books, three history books, and ten statistics books. She wants to choose...

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Josephine has eight chemistry books, three history books, and ten statistics books. She wants to choose one book of each type

math Statistics-And-Probability

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Answer 1

Answer #1

There are 8 chemistry books, 3 history books and 10 statistics books. She wants to choose one book of each type.

So, required number of ways =

$\binom{8}{1}\times \binom{3}{1}\times \binom{10}{1}=8\times 3\times 10=240$

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Answer 2

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Add Answer to: Josephine has eight chemistry books, three history books, and ten statistics books. She wants to choose...

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Josephine has eight chemistry books, three history books, and ten statistics books. She wants to choose...