The number of ways of dividing $52$ cards amongst four players equally, are
$\frac{{52\;!}}{{{{(13\;!)}^4}}}$
$\frac{{52\;!}}{{{{(13\;!)}^2}\;4\;!}}$
$\frac{{52\;!}}{{{{(12\;!)}^4}\;(4\;!)}}$
None of these
The number of matrices of order $3 \times 3$, whose entries are either $0$ or $1$ and the sum of all the entries is a prime number, is$....$
In how many ways a team of $11$ players can be formed out of $25$ players, if $6$ out of them are always to be included and $5$ are always to be excluded
A company has $10$ employes. The company has decided to form a team including atleast three employes and also excluding atleast three employes. Then the number of ways of forming the team is
The number of ways in which five identical balls can be distributed among ten identical boxes such that no box contains more than one ball, is
Suppose Anil's mother wants to give $5$ whole fruits to Anil from a basket of $7$ red apples, $5$ white apples and $8$ oranges. If in the selected $5$ fruits, at least $2$ orange, at least one red apple and at least one white apple must be given, then the number of ways, Anil's mother can offer $5$ fruits to Anil is $........$