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1. Suppose Gallup takes a poll of 1000 voters from a population which is 56 percent Democratic. Letting P be the sample proportion, find
(a) Pr (.52 < p="">< .60).="">
(b) Pr (P > .5), i.e., the probability that the sample will correctly predict the election. Note how we are beginning to answer the problems raised in Chapter 1.
2. In tossing a fair coin 50 times, what is the probability that the proportion of heads will exceed .55?
Test if the proportion of students scoring abve 600 is lower than 0.4 at the center at alpha = 0.01 using p-value.
On a specific day, a store in the mall took a random sample of 163 shoppers and recorded the proportion of females in the sample.
The following data were collected as part of a study of coffee consumption among male and female undergraduate students. The following reflects cups per day consumed:
Either you marry me right now or I'll be forced to leave you and never speak to you again. I'm sure you wouldn't want me to do that.
The illnesses occurred over a four-day period, and county health officials began an immediate investigation.
Find the natural tolerance limits for order completion time.- If the company sets a goal of 23.5 hours, what proportion of the orders will fail to satisfy this goal?
The accompanying data refers to concentration of the radioactive isotope strontium-90 in milk samples obtained from five randomly selected dairies in each of four different regions.
Whether the suitable analysis would be one-tailed test or two-tailed test. A type I and type II error, given context of hypothesis.
What are the independent (x) and dependent variables (y)? Develop a scatter diagram and a regression line for this data.
spencer motors sells automobiles and trucks. the firm makes a 280 profit for each automobile it sells and a 375 profit
twelve dieters lost an average of 12 pounds in 6 weeks when given a special diet plus a fat-blocking herbal formula. a
Kind of examination produced significant main effects on both mean mark and time taken to complete the examination.
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