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STATISTICAL INFERENCE PART I POINT ESTIMATION

STATISTICAL INFERENCE PART I POINT ESTIMATION. ?. ?. (. ). STATISTICAL INFERENCE. Determining certain unknown properties of a probability distribution on the basis of a sample (usually, a r.s.) obtained from that distribution. Point Estimation:. Interval Estimation:. Hypothesis Testing:.

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Exercises

Exercises. Central limit theorem. Exercises. The binomial distribution converges against the normal distribution since it is a sum of independent and identically distributed random variables, X~Bin ( n,p ) and : -> N(0,1 ). Exercises.

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STATISTICAL INFERENCE PART I POINT ESTIMATION

Exercises