"Die"

If the number of different outcomes when 3 identical dice are thrown is x \text{x} then find the number of ways in which x \text{ x} 1's and x \text{ x} 2's can be arranged in a row so that at any point no. of 1's is greater than or equal to no. of 2's

If your answer is of the form ( 112 56 ) s \frac{\binom{112}{56}}{s} find s. Write your answer as s 114 \frac{s}{114}


The answer is 0.5.

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1 solution

U may refer to bertrand's ballot theorem for this problem

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