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This document is the test paper for the course Mathematics III consisting of 5 questions: 1. Asks to differentiate between null and alternate hypotheses and type I and type II errors. 2. Asks if a 95% confidence interval guarantees acceptance of equipment given sample mean and size from a normally distributed population. 3. Asks to find the maximum likelihood estimate of parameter θ given the probability mass function and 10 observations of a discrete random variable. 4. Asks if there is enough eviden

Author

Nanditha A

Language

EN