8. Assume that X is a continuous random variable with pdf 1 if -6

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Q: 7. Assume that X is a nonnegative, integer-valued random variable with p.g.f. G(z). Let G(¹)(z)…

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Q: ¯(x) = 6x - 4x x² +1 n [-3,0] on

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Q: 2 +3. Determine c such that f(c) is the average value of f(x) f(x) = Let on [1, 4].

A: Topic: application of integration