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Use Bayes' rule to find the indicated probability. A company is conducting a sweepstakes and ships two boxes of game pieces to a particular store. Box A has 4% of its contents being winners, while 5% of the contents of box B are winners. Box A contains 20% of the total tickets. The contents of both boxes are mixed in a drawer and a ticket is chosen at random. What is the probability it came from box A if it...
Please use BAYES rule! The other examples aren't showing this
problem sovled using Bayes rule.
solve using Bayes rule only! no z-scores allowed.
In an back yard vineyard in Napa valley with 10 grape vines (just right), rain in the spring and dry through summer, roughly binomial with N=800, P=.6. In a drought the yield is Bin while if the year is too wet, the yield of useful grapes per vine change the probability of a just right year is...
Find a bound on the error in approximating the integral using (a) the Trapezoidal Rule and (b) Simpson's Rule with n subintervals. SVxdx; xdx; n = 4
Please assist with hypothesis testing/Baye’s rule. Please be
thorough to help me understand.
Suppose y is a random variable whose density is either: 0, else 0, else Find the Bayes rule and the resulting error probabilities Pr(Do |Hi) and Pr(D1 | Ho) for testing Ho versus Hi with equal priors and uniform costs (Ci 0, Cij 1).
Suppose y is a random variable whose density is either: 0, else 0, else Find the Bayes rule and the resulting error probabilities...
Test Positive Test Neg. 19. Use Bayes' theorem to find the indicated probability, and re- fer to the table which summarizes the results of testing for a certain disease. 20 Subjects with disease Subjects without disease 93 A test subject is randomly selected and tested for the disease. What is the probability the subject does not have the disease given that the test result is positive? F none of these
Error resulting from using a tape that is too short is known as a _________ error? a) systematic error b)random error c)erratic error d)compensating error
matrix . Betzsy Pitz ccording Bayes' decisions rule. For their next nvestment they need to decide between two 400100 ossible alternatives. The table shows the payoffs and ssociated probabilities for each state of nature that Prior Probabilities 04 an result from these investments ) [5%) Based on this information, which decision alternative should be chosen? er company makes investment decisions Altermative States of Nature 0 100 0.6 b) [10%] What is the maximum amount of money that the company should...
Use the "at least once" rule to find the probability of the following event. Purchasing at least one winning lottery ticket out of 7 tickets when the probability of winning is 0.06 on a single ticket The probability is (Round to four decimal places as needed.)
find trapezoidal rule and simpsons rule and error value for functions f(y)=y for yE[1,3] and f(y)=logy for yE[2,4] also write python code or matlab code with output. and plot graph. can someone answer this question urgent