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Question: Mara bought some flowers to plant in her garden. When she separated the plants into groups of three or five, she had one plant left over. When she separated the plants into groups of eight, she had none left over. What is the smallest number of plants that Mara could have bought?
Test out an suitable hypothesis also state your conclusion. Make sure the suitable assumption as well as conditions are satisfied before you proceed.
A standard for full credibility of 1,000 claims has been selected so that the actual pure premium will be within 10% of the expected pure premium 95% of the time. The number of claims has the Poisson distribution. Determine the coeffcient of vari..
question a volunteer ambulance service handles zero to three service calls on any given day. the probability
the random variable x is normally distributed with meannbspmu and variancenbspsigmasquared. given that px gt 58.37
Interpret the results at α = .01. (c) Is normality assured? (d) Is the difference large enough to be important? (e) What else would medical researchers need to know before prescribing this drug widely?
At the .01 significance level, can the manufacturer conclude that the price reduction resulted in an increase in sales?
A survey of 34 students at the Wall College of Business showed the following majors: What is the probability he or she is a management major?
A special test is given to people complaining of sever headaches. if someone has a brain tumor, the test is positive with a probability of .8 (80%).
A hospital human resources manager finds that the local average starting salary for nurses is $24,000. She randomly samples 10 nurse's salaries at the hospital and calculates a mean of $23,450 and a standard deviation of $400.
Taking samples of n=160, today the number of defective parts were 17 what would be a 95% confidence interval for proportion defective?
The percentage rates of home ownership for 8 randomly selected states are listed below. Estimate the population variance and standard deviation for the percentage rate of home ownership with 99% confidence level.
What is Optimal solution? Using Linear Programming or any other methods (Optional) Explain in Detail What does it mean "Optimal Solution"?
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