The question is based on flipping a fair coin m times, where m is determined by the roll of an n-sided die (with sides numbered 1, 2,...n). And X = the number of heads obtained. = 3, with the probability of obtaining a 2 more likely than obtaining either a 1 or2. Assume the die is biased and nr2and the probability of obtaining a 1 or 3 equally likely. If X =3. That is, the probability of obtaining a two is3the number of heads obtained(a) What is the probability mass function of X?(b) What is the expected value of X?(c) Determine the CDF (Cumulative Distribution Function) of X

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Description: The question is based on flipping a fair coin m times, where m is determined by the roll of an n-sided die (with sides numbered 1, 2,...n). And X = the number of heads obtained. = 3, with the probability of obtaining a 2 more likely than obtaining ei

We know that n=3 which means that we are dealing with a 3-sided die.M is the number of times coin is…

Answered: = 3, with the probability of obtaining…

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The question is based on flipping a fair coin m times, where m is determined by the roll of an n-sided die (with sides numbered 1, 2,...n). And X = the number of heads obtained.

= 3, with the probability of obtaining a 2 more likely than obtaining either a 1 or
2. Assume the die is biased and n
r
2
and the probability of obtaining a 1 or 3 equally likely. If X =
3. That is, the probability of obtaining a two is
3
the number of heads obtained
(a) What is the probability mass function of X?
(b) What is the expected value of X?
(c) Determine the CDF (Cumulative Distribution Function) of X

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