If $m$ rupee coins and $n$ ten paise coins are placed in a line, then the probability that the extreme coins are ten paise coins is
$^{m + n}{C_m}/{n^m}$
$\frac{{n\,(n - 1)}}{{(m + n)\,(m + n - 1)}}$
$^{m + n}{P_m}/{m^n}$
$^{m + n}{P_n}/{n^m}$
Six boys and six girls sit in a row. What is the probability that the boys and girls sit alternatively
There are $n$ different objects $1, 2, 3,......n$ distributed at random in $n$ places marked $1, 2, 3, ......n$. The probability that at least three of the objects occupy places corresponding to their number is
Fifteen persons among whom are $A$ and $B$, sit down at random at a round table. The probability that there are $4$ persons between $A$ and $B$, is
One of the two events must occur. If the chance of one is $\frac{{2}}{{3}}$ of the other, then odds in favour of the other are
A fair dice is thrown up to $20$ times. The probability that on the $10^{th}$ throw, the fourth six apears is :-