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OpenStudy (anonymous):
5 Mathematics books, 3 English books and 2 French books are to be arranged in a row on a shelf. Assume that the books of same subject indistinguishable. In how many ways can this be done (a) without restriction, (b) with the Mathematics books together, (c) with the books of same subject grouped together?
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OpenStudy (anonymous):
The asymptote Is the bottom. |dw:1382674161832:dw|
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