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Question: Play it again, Sam. In Exercise you imagined playing the lottery by using random digits to decide what numbers to play. Is this a particularly good or bad strategy? Explain.
Exercise: Get rich. Your state's BigBucks Lottery prize has reached $100,000,000, and you decide to play. You have to pick five numbers between 1 and 60, and you'll win if your numbers match those drawn by the state. You decide to pick your "lucky" numbers using a random number table. Which numbers do you play, based on these random digits?
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Use the frequency chart on the age of actors and when they won a prestigious award and construct a corresponding histogram.
Several complaints recently have been sent to the Gotham City police department regarding the increasing incidence of congestion on the city's streets.
For a random sample of 23 European countries, the variance on life expetancey was 7.3 years. What is the 95% confidence interval for the variance of life expectancy in all of Europe?
Detailed description of -the mean deviation about for the numbers 4/11, 6/11, 8/11, 9/11, 12/11. 8/11 is and 2nd question is the mean and SD for a,b and 2 are 3 and 2/sqrt3 respectively. The value of ab would be?
A student wants to examine the relationship between anxiety for an examine and the number of hours studied. The data is as follows:
In the following enthymemes, determine whether the missing statement is a premise or a conclusion.- None but great novels are timeless, and The Brothers Karamazov is a great novel.
1. if a population mean is 300 and the sample mean is 400 the difference of 100 is calleda.standard errorb.sampling
What is the risk of smoking for Female students?
Draw a histogram of this data. Be sure to give labeled scales. Use the given table and/or the histogram to answer the following questions:
Determine the number of rows and columns for this data frame.- Calculate the median of each column of this data frame.
Let X be the number of gallons of ice cream that is requested at a certain store on a hot summer day. Assume that f(x)= 12x(1000-x)^2/10^12, 0
the heights of 18-year-old men are approximately normally distributed with mean 68 inches and standard deviation 3
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