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Mathematics, 13.11.2019 23:31 moneytt7508
Ihave three errands to take care of in the administration building. let xi = the time that it takes for the ith errand (i = 1, 2, 3), and let x4 = the total time in minutes that i spend walking to and from the building and between each errand. suppose the xi's are independent, and normally distributed, with the following means and standard deviations: μ1 = 16, σ1 = 4, μ2 = 7, σ2 = 1, μ3 = 9, σ3 = 2, μ4 = 13, σ4 = 3. i plan to leave my office at precisely 10: 00 a. m. and wish to post a note on my door that reads, "i will return by t a. m." how long should i estimate my trip will take if i want the probability of the trip taking longer than my estimate to be 0.01? (round your answer to two decimal places.) min
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Ihave three errands to take care of in the administration building. let xi = the time that it takes...
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