Unformatted text preview: handout should include printouts from the graphical and formal goodness-of-Ft tests, as well as 1-2 brief paragraphs explaining your Fndings. 3. The following Fve observations are observed repair times for an airplane engine: 3.6, 23.3, 31.5, 17.9, 4.0 (a) Assume that the data come from the gamma distribution. Use the method of mo-ments to estimate the shape and scale parameters. (b) Use the Kolmogorov-Smirnov test with type I error 0.10 to assess the hypothesis “the data come from the Weibull distribution with shape parameter equal to 2 and scale parameter equal to 0.2”. 4. Exercise 6.2 from the text GSWA. 5. Exercise 6.3 from the text GSWA. 6. [Will not be graded] Exercises 1, 2, 6, 8, 11, 15, 22, and 23 from Chapter 8 of BCN&N....
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- Spring '08
- Normal Distribution, Exponential distribution, Scale parameter, Repair Times, formal goodness-of-ﬁt tests