13_exprmnt_dsgn2

13_exprmnt_dsgn2 - Midterm Exam 1 Changing your grade given...

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Unformatted text preview: Midterm Exam 1 Changing your grade given that grading is on a curve, the result would be Answers to the 10 (or so) most frequently missed questions #1 (a) 0.8% (b) 12.5% (c) 1.25% (d) 4% (e) 50% #1 If you got this question right, The TAs will not give you credit for a question that has an answer different from that in our answer key. Why? Our answers are correct. If you were confused by some aspect of a question, chances are a bunch of other people were as well. Wed have to regrade everyones exams, to be fair, and little or no change to anyones grade. On planet gargu there are five different genders. A child can have only one of these genders. Picking a person at random, the probability of each of these genders is .2. Lets say parents want to have three children in a row. What are the odds (before they have any children) that all three children will have the same gender? congratulations you were one of the few in the class to get it right! Nonetheless, this is a simple probability problem, I expect you to be able to solve problems like this, and you should expected to be tested more on this on the final. 2--------------------------------------------------------------------- The catch E.G. One way of solving the problem (0.2)(0.2)(0.2) = 0.008 Most people said the answer was (a) 0.8% However, this is the (correct) probability of having 3 children who all have a particular gender. its the probability of having 3 children who all have gender A The question doesnt ask for that. It asks for the probability of having the 3 children have the same gender this could be any of the 5 genders What is the probability of getting three kids all with a particular gender, e.g. A? Many people gave this answer, 0.8%. If you gave this answer, you didnt take into account that this is just one possible gender, and you need to count all 5. (They are mutually exclusive events, so you can just add the probabilities.) Answer = (5)(0.008) = 0.04 = 4% Another way of solving the problem AAA, BBB, CCC, DDD, EEE = 5 555 = 5 3 5/5 3 = 1/5 2 = 4/100 = 4% #2 book: Degrees of 25% 10% 5% 2.5% 1% 0.5% 9 0.70 1.38 1.83 2.26 2.82 3.25 10 0.70 1.37 1.81 2.23 2.76 3.17 11 0.70 1.36 1.80 2.20 2.72 3.11 obt How many possible ways can someone have 3 children of the same gender? Call the genders A, B, C, D, and E How many possible combinations of 3 children are there? Whats the probability of getting 3 kids all the same gender? The following lines appear in the t-table at the back of your freedom I calculate an observed value t of -2.24, from a sample of size 10. What do I conclude?...
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This note was uploaded on 11/11/2011 for the course BIO 9.07 taught by Professor Ruthrosenholtz during the Spring '04 term at MIT.

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13_exprmnt_dsgn2 - Midterm Exam 1 Changing your grade given...

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