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1. Show, assuming AC, that any Cartesian product of finite sets is either finite or uncountable (can't be countably infinite).
2. Let X be the collection of all intervals [a, b] of length 0 ≤ b - a ≤ 2, with inclusion as partial ordering. Show that every chain in X has an upper bound.
3. In the application of the recursion principle 1.3.2 in the proof that WO implies HMP, how should g be defined? Show that the resulting argument does prove that WO implies HMP.
most video games have several difficulty settings from easy to hard many of these have very colorful names. a video
for a component a you have the following failure time data days 28 112 15 8 27 21 22 48 28 73.a suppose you have reason
suppose iq scores were obtained from randomly selected twins. for 20 such pairs of people the linear correlation
A property of concern for any food company that uses a high-speed carton-filling machine to package juice is the weight of the food product in the individual cartons.
the following table shows ceremonial ranking and type of pottery sherd for a random sample of 434 sherds at a location
Determine the frequencies expected if the two variables, status regarding lab techniques course and laboratory performance, are independent.
Let Y have a 3-parameter Weibull distribution, that is, Y has pdf and cdf in the following form with α > 0, γ > 0, θ > 0:
in order to calculate the heat loss through the wall of a building it is necessary to know the temperature difference
At 0.05 level of significance, is there evidence that proportion of claims processed under this new system is higher than article reported for previous system?
Can you provide some pros and cons of using descriptive and inferential statistics to make managerial decisions.
At the .05 significance level, test the claim that the proportion of all children in the town who suffer from asthma is 11%.
a statistics student plans to use a ti-84 plus calculator on her final exam from past experience she estimates that
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