Choose the correct number of ways in which 15 different books can be divided into five heaps of equal number of books [MP PET 1982]

\[\frac{15\ !}{{{(3\ !)}^{5}}}\]

\[\frac{15\ !}{5\ !\ {{(3\ !)}^{5}}}\]

Choose the correct number of ways in which 15 different books can

1.	Choose the correct number of ways in which 15 different books can be divided into five heaps of equal number of books [MP PET 1982]
A.	\[\frac{15\ !}{5\ !\ {{(3\ !)}^{5}}}\]
B.	\[\frac{15\ !}{{{(3\ !)}^{5}}}\]
C.	\[^{15}{{C}_{5}}\]
D.	\[^{15}{{P}_{5}}\]
Answer» B. \[\frac{15\ !}{{{(3\ !)}^{5}}}\]

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Choose the correct number of ways in which 15 different books can be divided into five heaps of equal number of books [MP PET 1982]

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