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An ethologist is interested in how long it takes a certain species of water shrew to catch its prey. On 20 occasions each day he lets a dragonfly loose inside the cage of the shrew and times how long it takes until the shrew catches the dragonfly. After months of research the ethologist concludes 1) that the mean prey catching time was 30 seconds, 2) the standard deviation was 5.5 seconds and 3) that the scores he has collected are normally distributed. (Note: remember that the proportions in the Z-table can also be viewed as probabilities.) Based on the shrew's past record, what is the probability:
1. It will catch a dragonfly in less than 18 seconds;
2. It will catch a dragonfly in between 22 and 45 seconds;
3. It will take longer than 45 seconds to catch a dragonfly?
4. Explain your method in calculating these probabilities. (Note: remember that the proportions in the Z-table can also be considered as representing probabilities.)
Access the Computer Ethics Institute's Web site at www The site offers the "Ten Commandments of Computer Ethics." Study these rules and decide whether any others should be added.
The simple random sample is n = 14, σ = 12.5 and the original population is normally distributed.
What is the probability that among the next 18 applicants At least 6 will be accepted - Determine the expected number of acceptances.
Let X be the number of kings selected and Y the number of jacks. Find (a) the joint probability distribution of X and Y ; (b) P[(X, Y ) ? A], where A is the region given by {(x, y) | x + y = 2}.
Section 5.9.3 contains an example where the production A→ λ is applied using an invalid look ahead token. With Follow sets computed globally for a given grammar, the style of LL(1) parsing described in this chapter is known as strong LL(1).
What are the maximum and the minimum number of cell phones sold in a day? What is a typical number of cell phones sold?
Critically discuss the purpose of developing a frequency distribution? What is the relationship between the relative frequency and the cumulative frequency? Could a frequency distribution contain qualitative data? Why?
Find the value of q-hat from proportion and degrees of freedom used to find the t-score.
What would be the critical value under the null hypothesis if the size of your test were 5%?
if a coin is flipped 25 times with eight tails occuring what is the probability that no run of six or more consecutive
Create a 95% confidence interval for true mean.
Suppose you want to estimate the proportion of traditional college students on your campus who own their own car. You have no preconceived idea of what that proportion might be.
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