If you choose to use scrap paper on this exam:: 1) You MUST…

 If you choose to use scrap paper on this exam:: 1) You MUST destroy the scrap paper with your exam proctor on video prior to submitting your exam; 2) If you do not destroy the scrap paper on video with the proctor prior to submitting your exam, your exam score will be immediately disqualified and you will receive a 0 grade on the exam and will fail the course;  3) There are ZERO exceptions to these rules.  If you believe you cannot meet these requirements, you can forego using the scrap paper on the exam.

In a Treasury auction of $2.1 billion par value 91-day Treas…

In a Treasury auction of $2.1 billion par value 91-day Treasury Bills, the following bids were submitted:                                    Bidder                       Bid Amount        Price per $100                                                       (In $ millions)                              1                                 $500                        99.4                      2                                 $750                        99.01                      3                                 $1,500                     99.25                      4                                 $1,000                     99.36                      5                                 $600                        99.39                                                        Non-competitive        $750                        Not applicable                                                        Which bidders will receive T-Bills and what Price per $100 will they pay?                                    

Solve the problem.In a population of 160 women, the heights…

Solve the problem.In a population of 160 women, the heights of the women are normally distributed with a mean of 64.9 inches and a standard deviation of 3.2 inches. If 49 women are selected at random, find the mean μ and standard deviation σ  of the population of sample means. Assume that the sampling is done without replacement and use a finite population correction factor.