Two baised dice are thrown together. For the first die `P(6)=1/2` , other scores being equally likely while for the second die, `P(1)=2/5` and other scores are equally likely. Find the probability distribution of the number of ones seen.

Two biased dice are thrown together. For the first die P(6)=1/2 the other scores being equally likely while for the second die P(1)=2/5 and the other scores are equally likely. Find the probability distribution of the number of, "one's seen".

Two biased dice are thrown together. For the first dice P(6)=1/2 , the other scores being equally likely while for the second dice, P(1)=2/5 and the other scores are equally likely. Find the probability distribution of the number of ones shows.

Two biased dice are thrown together. For the first dice P(6) = (1)/(2) , the other scores being equally likely while for the second dice, P(1) = (2)/(5) and the other scores are equally likely. Find the probability distribution of 'the number of ones seen'.

Two unbiased dice are thrown . Find the probability that the first die shows 6 ,

Two dice are thrown at the same time.Find the probability of getting an even number on the first die

Two dice are thrown.Find the probability of an odd number on one die and 5 on the other

A baised die is such that P(4)=1/(10) and other scores being equally likely. The die is tossed twice if X is the number of fours seens, find the variance of the random variable X .

A biased die is such that P(4)=1/10 and other scores being equally likely. The die is tossed twice. If X is the 'number of four seen', then find the variance of the random variable X.

A biased die is such that P(4) = (1)/(10) and other scores being equally likely. The die is tossed twice. If X is the 'number of fours seen', then find the variance of the random variable X.

A biased die is such that P(4) =1/10 and other scores being equally likely. The die tossed twice. If X is the number of four seen, then find the variance of the random variable X.