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Let's say that 75% of all business startups in the IT industry report that they generate a profit in their first year. A sample of 8 new IT business startups is selected
a) Find the probability that exactly five of them will generate a profit in their first year.
b) Find the probability that none of them will generate a profit in their new first year.
c) Find the probability that at most five of them will generate profit in their new first year.
d) What is the mean of the binomial distribution?
e) What is the standard deviation of the binomial distribution?
questiona search the internet for the latest figures you can find on the age and sex of the australian population.b
Perform an appropriate hypothesis test, showing the necessary calculations and/or explaining the process used to obtain the results.
The study involved 205 patients who were given either a treatment consisting of a combination of folic acid, vitamin B12, and vitamin B6 or a placebo for 6 months. Explain why a placebo group was used in this experiment.
Would you be able to assist me in completing a 5 step hypothesis test on both hypotheses (1 parameter & another with 2 or more)? In completing this test, I need to explain how to complete it.
What reason would you give for supposing that the distribution is approximately normally distributed for large n?
The air quality in a building is of interest to an environmental engineer. The mean air quality is measured in the form of the amount of pollutant in the air.
One of the main reasons for using random sampling is to find the probability that an experiment could yield a particular outcome by chance if the null
The results of the simple linear regression are provided below.
(a) Analyze the efficiency of operating a table-driven LL(k) parser, assuming an LL(k) table has already been constructed. Your answer should be formulated in terms of the length of the parsed input.
an internet server conducted a survey of 400 of its customers and found that the average amount of time spent online
This journey will not take you over familiar, well-trodden territory; it will provide you with interesting prospects.
This friend has four pairs of scores obtained randomly from a population. Her intention is to calculate a correlation coefficient rs and decide whether there is any significant correlation in the population. Give advice
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