Do anyone know how to do this or any good at this. I have to turn this paper in

b. Draw a probability distribution graph of the outcomes. paper 3. A die is 'fixed' so that certain numbers will appear more often. The probability that a 6 appears is twice the probability of a 5 and 3 times the probability of a 4. The probabilities of 3, 2 and 1 are unchanged from a normal die. The probability distribution table is given as Pr(x) Find the value of x in the probability distribution and hence complete the probability distribution. Find the probability of getting a 'double' with two of these dice. Compare with the 'normal' probability of getting a double Show that p(x) = 4x -3, for x = 1,2, ... 6 is a probability distribution. a. Complete the distribution table. Express P(X = x) in fraction form. m P(X = X) 1/66 b. Find P (2