i. Ali starts driving for office in the morning at sometime uniformly chosen in the interval [8:30,9.00]. a) What is the probability that he starts driving before 8:45? b) His favorite radio program comes on at 8:30 and may last anywhere between 5 to 15 minutes with equal probability. What is the probability that he catches at least a part of the program?
Based on what you searched regarding stratified random sampling,complete the following table
Number of COVID Cases in the 1st District of Nueva Ecija as of October 21, 2020
Municipalities | no.of patients | Proportion | |sample
— Cuyapo 15
— Nampicuan 0
— Guimba 24
— Licab 6
— Quezon 11
— Sto. Domingo 15
— Zaragoza 5
— Aliaga 16
— Talavera 24
TOTALS N= 116 100%
Source: Nueva EcijaTV48
Give the value of proportion and Sample
What is the percentile rank of the height of 88 cm?
Harry intends to complete a BSc degree. He has to take either Mathematics A or Physics A in his first year. If he takes Mathematics A, he can take chemistry A or Mathematics B in His second year. If he takes Physics A, he has to take Mathematics A in his second year. When Harry has to make a choice between two subjects both are likely to be chosen
What is the probability that the height is equal to 75 cm?
An experiment is performed to determine whether the average nicotine content of one kind of cigarette exceeds that of another kind by 0.20 milligram. If =50 cigarettes of the first kind had an average nicotine content of =2.61 milligrams with a standard deviation of =0.12 milligram, whereas =40 cigarettes of the other kind had an average nicotine content of = 2.38 milligrams with a standard deviation of =0.14 milligram, test the null hypotheses - = 0.20 against the alternative hypotheses - ¹ 0.20 at the 0.05 level of significance.
Currently, it is known that 85 percent of the population own an automobile and 15 percent do not. Based upon past experience, in a year 1¼ of the nonowners will become owners, and 1/1000 of one percent of the owners will become nonowners.
1. What are the expcted percentages of owners and nonowners for next year?
2. What is the expected steady state?
Assume that women's heights are normally distributed with a mean 64.5 in, and a standard deviation of 2.3 in.
a. if 1 woman is randomly selected, find the probability that her height is less than 65 in.
b. if 46 women are randomly selected, find the probability that they have a mean height less than 65 in.
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