The engineers at a car company want to test the speedometer…

The engineers at a car company want to test the speedometer on a new car model. They selected a random sample of 40 of these cars, and the actual speed for each car was determined using a radar device when the speedometer registered 50 mph. The resulting 99% confidence interval was (51.2, 52.3).  To test if the mean actual speed

A report summarized the results of a survey of 320 U.S. busi…

A report summarized the results of a survey of 320 U.S. businesses. Of these companies, 229 indicated that they monitor employees’ web site visits. For the purposes of this exercise, assume that it is reasonable to regard this sample as representative of businesses in the United States. Is there sufficient evidence to conclude that more than 67% of U.S. businesses monitor employees’ web site visits? Test the appropriate hypotheses using a significance level of 0.05. State the hypotheses of your test and the p-value, and the conclusion of your test. Then give an interpretation of the conclusion of the test in the context of the question.

A lawnmower manufacturer claims that (at least) 95% of its r…

A lawnmower manufacturer claims that (at least) 95% of its riding lawnmowers will not need service during the first 2 years of operation. A consumer agency wishes to check this claim, so it obtains a random sample of 350 purchasers and asks each whether the riding lawnmower purchased needed repair during the first 2 years after purchase. Let 

World Energy Consumption: Using the provided graph, briefly…

World Energy Consumption: Using the provided graph, briefly answer the following: 1. What is the overall trend for worldwide energy consumption? 2. What is the observed 25-year trend for fossil fuels and for renewables (Renewable plus Hydroelectric in this graph) 3. Are the trends reason for optimism or pessimism regarding the fossil fuel use in the 21st century? Why?  

Standards set by government agencies indicate that Americans…

Standards set by government agencies indicate that Americans should not exceed an average daily sodium intake of 3300 milligrams (mg). To find out whether Americans are exceeding this limit, a random sample of 100 Americans is selected, and the mean and standard deviation of daily sodium intake are found to be 3400 mg and 1200 mg, respectively. Use the appropriate hypothesis test to find out whether Americans are exceeding the average daily sodium intake. Use the