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# What is the third quartile for a sampling distribution for a proportion of size n assume the population proportion is

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rs long. What is the length, to the nearest tenth of a centimeter, of the third side?
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it sound like a math problem. The problem : What are the chances of a 4 sided die landing on 1 twice and on 2 twice out of 4 rolls. The solution I came up with originally was (2/4) x (2/4) x (2/4) x (2/4) . Which I realized was wrong as this allowed the die to land on 1 four times in a row. So then I came up with this soultion (which i still think is wrong) (2/4) x (2/4) x (1/4) x (1/4) . So the reasoning behind this is : The first roll obviously has a 50% chance to roll on either 1 or 2. Second roll is the same. BUT, lets say both of them land on 1, and now it HAS to land on 2 the remaining two times. So my problem is with the current solution that I have is what if the die lands on 1 on the first roll, then on two for the second one. then the third roll would still have a 2/4 AKA a 50% chance of landing on either one. I'm sure the last roll is 1/4 but I just dont know if the order matters on the rolls. This has been driving me crazy the last hour. Please help if you can thanks
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ory of the Universal Declaration of Human Rights." Third World Quarterly 23, no. 3 (2002): 437-48. (in the file attached) This are the questions: Question 1 Waltz discusses four political myths about the Universal Declaration of Human Rights, and demonstrates they are misleading. What is her main argument? In your answer identify the hypothesis that Waltz targets. Question 2 Does Waltz discredit this hypothesis or not? Keep in mind that a hypothesis aims to explain something.
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uch of forgetfulness in human memory. The processing of new information interferes with old memories. One demonstration of interference examines the process of forgetting while subjects are asleep versus while they are awake. Because there should be less interference during sleep, there also should be less forgetting. The following data are from an experiment examining six groups of participants. All participants were given a group of words to remember. Then half of the participants went to sleep, and the others stayed awake (factor A). Within both the asleep and awake groups, one third of the participants were tested after 2 hours, one third after 4 hours, and one third after 8 hours (factor B). The experimenter recorded the number of words correctly recalled. We were given a bunch of SPSS post hoc output tables (attached). We need to draw conclusions (APA statements) from the post hoc and simple effects. I do not understand what information I am looking for.
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actly 3 successes and 7 failures if each trial is independent of the others? What is the probability that only the first, third and fifth trials are successes and the rest are failures? 3 One is dealt 6 cards from a standard poker deck of 52 cards. What is the probability of getting 3 aces and 3 kings? What is the probability of getting the same except both pairs kings and aces are of the same suit (e.g., the same suit is missing from both).
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1.AU MAT 120 Systems of Linear Equations and Inequalities Discussion

mathematicsalgebra Physics