The random variable Y is Uniform on the interval (0,1) Let X ln(Y) Determine i The support of X ii The distribution of X Name the distribution of X and its parameters Let X 1 Y 2 Determine i The support of X ii The distribution of X Name the distribution of X and its parameters If you cannot identify the distribution of X, maybe you can find the pdf of X 1 and then recognize the distribution of X 1 among our tables of distributions PROBLEM 4 The random variable Y is Uniform on the interval (0 1) Let X In(Y) Determine i The support of X ii The distribution of X Name the distribution of X and its parameters b Let X 1 Y Determine i The support of X ii The distribution of X Name the distribution of X and its parameters If you cannot identify the distribution of X maybe you can find the pdf of X 1 and then recognize the distribution of X 1 among our tables of distributions

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Question: The random variable Y is Uniform on the interval (0,1). Let X = -ln(Y) Determine i. The support of X. ii. The distribution of X.

The random variable Y is Uniform on the interval (0,1).

Let X = -ln(Y)

Determine i. The support of X. ii. The distribution of X. Name the distribution of X and its parameters.

Let X = 1/Y². Determine i. The support of X. ii. The distribution of X. Name the distribution of X and its parameters. If you cannot identify the distribution of X, maybe you can find the pdf of X+1 and then recognize the distribution of X+1 among our tables of distributions.

PROBLEM 4. The random variable Y is Uniform on the interval (0.1). Let X-In(Y) Determine i. The support of X. ii. The distribution of X. Name the distribution of X and its parameters b. Let X=1/Y.Determine i. The support of X. ii. The distribution of X. Name the distribution of X and its parameters. If you cannot identify the distribution of X.maybe you can find the pdf of X+1 and then recognize the distribution of X+1 among our tables of distributions

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