Suppose that a discrete variable has a probability mass function proportional to p(x) (x 5) q , and that we observe x four times, x 1 7, x 2 9, x 3 7, x 4 6 The parameter q is unknown Form the log likelihood function for this situation

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Question: Suppose that a discrete variable has a probability mass function proportional to p(x)=(x-5) q , and that we observe x four times, x 1 =7,

Suppose that a discrete variable has a probability mass function proportional to p(x)=(x-5)^q, and that we observe x four times, x₁=7, x₂=9, x₃=7, x₄=6. The parameter q is unknown. Form the log likelihood function for this situation.

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