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The temperature T of a certain object, recorded in degrees Fahrenheit, obeys a normal probability law with mean 98.6 and variance 2. The temperature θ measured in degrees centigrade is related to T by θ = 5/9(T - 32). Describe the probability law of θ.
Classify each random variable as discrete or continuous.- The number of votes necessary to elect a new Pope.- The amount of sugar in a 16-ounce sweetened bottled drink purchased in a New York City cafe.
One minute follows a Poisson distribution with mean of 1.8. In a 10- minute span of time, what is the probability that the team scores exactly 25 points.
Your recent business-to-business (B2B) implementation of a Web-based inventory tracking system is a huge success with your customer.
in a recent survey concerning company sales and net earnings 11 companies responded. data analysis was computed letting
The second segment goes from (1,1) to the point (x, 1). Sketch the distribution function, and determine what x has to be in order to be a legitimate density curve.
a construction company in naples florida is struggling to sell condominiums. in order to attract buyers the company has
A lecture hall has 200 seats with folding arm tablets, 30 of which are designed for left-handers.- What's the probability that a right-handed student in one of these classes is forced to use a lefty arm tablet?
Refer to data given in Exercise on the total 2008 payroll and the number of runs scored during the 2008 season by each of the American League baseball teams.
a. Use Excel to generate the appropriate ANOVA. b. At the 5 % significance level, is there interaction between brand name and whether a car is garaged?
Another ball is drawn (it is assumed that n is less than M). What is the probability that it will be white?
What is the probability that their average lifetime would be less than 510 hours? Use your calculator to solve this problem and give your answer as a number between 0 and 1, rounded to 3 decimal places.
If there are 500 students in the school, what is the probability that everyone will pass the exam
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