In an experiment, n six-faced normal dice are thrown. Find the number of sets of observations which are indistinguishable among themselves.

Find the number of distinct throws which can be thrown with n six-faced normal dice, which are indistinguishable among themselves.

Find the number of distinct throws which can be thrown with n six-faced normal dice,which are indistinguishable among themselves.

Describe the sample space for the indicated experiment. Two dice are thrown and the sun of the numbers which come on the dice is less than 4

Two dice are thrown simulaneously. Find the probability of getting six as a product.

Two unbiased dice are thrown . Find the probability that six may be obtained as product ,

If three six-faced fair dice are thrown together, find the probability that the sum of the numbers appearing on the dice is 12.

If three six-faced fair dice are thrown together, find the probability that the sum of the numbers appearing on the dice is 12.

When a pair of six faced fair dice are thrown, the probability that the sum of the numbers on the two dice is greater than 7, is

Two dice are thrown simultaneously. Find the probability of getting six as a product.