Past Exam for MATH 3342 - Mathematical Statistics for Engineers and Scientists at Texas Tech (TTU)

Exam Information

Material Type:Exam 2
Class:MATH 3342 - Mathematical Statistics for Engineers and Scientists
University:Texas Tech University
Term:Fall 2006
  • Problem Statements
  • Separate Paper
  • Relevant Steps
  • Distribution
  • Question Sheet
  • Approximation
  • Probability Sample
  • Observations
  • Random Variable
  • Density Function
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Math 3342-001 Exam II August 1, 2006 Answer the problems on separate paper. You do not need to rewrite the problem statements on your answer sheets. Do your own work. Show all relevant steps which lead to your solutions. Attach this question sheet to the front of your answer sheets. 1. (8 pts) Suppose that 25% of all children are left-handed. In a class of 20 children, what is the probability that at most twelve are left-handed? 2. (8 pts) A professor in a statistics course constructs a final exam by selecting eight questions at random from a list of twelve questions handed out in advance to the students. Suppose that a particular student has time to prepare answers to the first seven of the twelve questions. What is the probability that the student will be prepared for at least six of the eight questions on the exam? 3. (8 pts) The number of raisins in a small cookie from a certain bakery has a Poisson distribution with 3.2 .? = Suppose we take (select independently) two of these cookies....

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