Distribute six energy units to four different states
Distribute six energy units to four different states, 0ε, 1ε, 2ε, 3ε, with the constraint that the total energy of the system is equal to 4 which must determine the weight and n(ε) for each energy level.
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A manufacturer considers his production procedure to be out of control when defects exceed 4) 3%. In the random sample of 85 items, the defect rate is 5.9% but the manager claims that this is only sample fluctuation and production is not really ou
Various temperature measurements are recorded at the different times for the specific city. 5) The mean of 20°C is obtained for 60 temperatures upon 60 different days. Supposing that σ= 1.5°C, test the claim that population mean is
The industrial plant says that population mena value of x is μ= 2.0 ug/l. But, a random sample of n =10 water samples showed that x = 2.56 ug/l. Does this point that the lead concentration population mean is higher than the industrial plant cla
In general if you pick only one number your chance of winning is 25%. If you play this game 10 times in a row (playing one number each time) and assuming that each game is independent of the previous games, what is the probability you lose the gam
Of 12 available candidates for membership in the university committee, 7 are men and 5 are women. The committee is to consist of 4 persons. How many different selections of committee are possible?
Write down the null and alternate hypotheses you would use to test the following situations. Define your parameter of interest first. (2 x 5 = 10) In the 1950's, only about 40% of high school graduates went to college. Has the percentage changed?
Consider the null hypothesis Ho: µ = 625. Suppose that a random sample of 29 observations is taken from a normally distributed population with a standard deviation = 32. Uning a significance level of .01, show the rejection and nonrejection
Using the 1% significance level, would you conclude that the company's claim is true? What is the type I error in this exercise? Explain in words. What is the probability of making such a error?
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