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Question 1: You and a friend are talking about the probability of getting a heads on a single toss of a fair coin. Your friend insists that you are more likely to get a heads on a single toss of a fair coin than a tails. Is your friend correct, why or why not? If we were to toss the fair coin an infinite number of times, what would we expect?
Question 2: What does it mean for two probabilities to be mutually exclusive? Provide an example of probabilities that are mutually exclusive.
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Each question be at least 2 paras
Suppose that you measure the OD of two E.coli cultures: culture A and culture B. The spectrophotometer gives you a reading of 2.2 for culture A and 0.02 for culture B.
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NS305-3: Identify critical areas in purchasing. Identify critical areas in receiving. Identify critical areas in storing. Identify critical areas in preparing. Identify critical areas in cooking. Identify critical areas in holding.
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To further discuss and define the location of the his mutation, the mutant strain was used as a recipient in a bacteriophage P1 transduction experiment.
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