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In a pharmacological experiment, 35 lab rats were not given water for 11 hours and were then permitted access to water for 1 hour. The amounts of water consumed (mL/hour) are given in the following table.
10.6
13.3
15.5
10.7
9.6
12.1
11.8
10.9
9.9
13.2
9.3
11.7
13.0
12.3
11.0
13.1
12.5
13.9
14.1
14.8
15.1
12.8
14.0
7.1
12.7
9.0
13.6
12.6
Obtain a 98% con?dence interval for the mean amount of water consumed.
Is there any statistically significant difference in how the drugs perform? If so, explain the effect. Use the post hoc tests as needed.
A person born in 1964 is equally likely to live for any (not necessarily integer) number of years between 1 and 100. find the conditional probability P(T >80|T>50)
suppose you wish to test the claim that microis different from 113.9. given a sample of n 218 and a significance of
test hypothesis 9.5708310.558529.17 n 9.575083 10.55852 9.17 29.303603 k number of samples 3 therefore numerator
impurities in the batch of final product of a chemical process often reflect a serious problem. from considerable plant
Does dichotomizing the dependent variable (i.e. logistic regression) decrease power in relation to a continuous dependent variable?
future electronics makes cd players. its research department found that the life of the laser beam device is normally
Construct a 95% confidence interval for the proportion of red candies. Using your same data determine if the proportion of green candies in a package of M&Ms is differen than what is claimed by the company.
A certain laboratory animal used in preclinical evaluations of experimental catheters gives birth to only one offspring at a time. The probability of giving birth to a male or a female offspring is equally likely. In three consecutive pregnancies ..
According to the website of mars, 21% of m&m's produced are green. suppose 4 candies are selected at random and number of green recorded create a probability distribution for this situation.
Standard deviation of 44.7 mg/dL. Let x signify serum total cholesterol level for U.S. females 20 years old or older. Draw the distribution of the variable x.
The upper limit of a 95% confidence interval for the population mean would equal:
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