Consider the independent discrete random variables X, Y and Z, where: G x (t) = (0.7 +

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Consider the independent discrete random variables X, Y and Z, where:

Gx(t) = (0.7 + 0.3t)3

Gy(t) = (0.3 + 0.7t)4

Gz(t) = 3t/10 - 7t

Find the probability generating function for the following.

a. A = 2X + Y + 1

b. B = X - Y - 3Z + 4

c. C = 3X + 2Y + Z - 1

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