m wered of A group of 78 people enrolled in a weight-loss program that involved adhering...
A group of 78 people enrolled in a weight-loss program that involved adhering to a special diet and to a daily exercise program. After six months, their mean weight loss was 25 pounds, with a sample standard deviation of 9 pounds. A second group of 43 went on the special diet, but did not exercise. After six months, their mean weight loss was 14 pounds, with a sample standard deviation of 7 pounds. a. What function would be used to...
stion 3 plete answer and out of Tag question A group of 78 people enrolled in a weight-loss program that involved adhering to a special diet and to a daily exercise program. After six months, their mean weight loss was 25 pounds, with a sample standard deviation of 9 pounds. A second group of 43 went on the special diet, but did not exercise. After six months, their mean weight loss was 14 pounds, with a sample standard deviation of...
Does this diet help? A group of 78 people enrolled in a weight loss program that involved adhering to a special diet and to a daily exercise program. After six months, their mean weight loss was 27 pounds, with a sample standard deviation of 10 pounds. A second group of 43 people went on the diet but didn't exercise. After six months, their mean weight loss was 15 pounds, with a sample standard deviation of 8 pounds. Construct a 99.9%...
A weight loss company wanted to predict how much weight a client would lose if they followed a prescribed exercise program in addition to the company's diet program. Volunteers were randomly divided into two groups, one group dieted but didn’t exercise, and the other group dieted and followed the exercise program. For the exercise group, they used linear regression with percent compliance with the exercise program as the explanatory variable and pounds lost in three months as the response variable....
11. 45 adults used the Atkins weight loss program. After 12 months, the sample mean weight loss was found to be 2.1 lb, with a population standard deviation of 4.8 lb. Construct a 90% confidence interval to estimate the mean weight loss for all such subjects. a) Find the margin of error, E. b) What is the Confidence Interval? c) Interpret the confidence interval.
A group of researchers investigated the impact of every-other-day fasting on weight loss in humans. After 22 days of every-other-day fasting, the researchers measured the amount of weight that was lost by each of 16 human subjects. These data were used to construct a 95% confidence interval for predicting the mean weight loss for the population of people who followed the every-other-day fasting diet for 22 days. The computed interval was (3.4, 4.8) pounds. The interpretation of the interval given...
10. Six people are randomly selected to join a weight loss program. The body weights before and after the program are recorded for each person. Weights (in pounds) Subject Before After Difference 158 175 182 165 201 164 155 170 178 165 194 165 6 Let represent the population mean weight for the people before the program and μ2 represent the population mean weight for the people after the program. Let (a) Find d and sd. (b) Find a 95%...
After going through a weight loss program, 100 adults had a mean weight loss of 10 lb with a standard deviation of 25 lbs. Find the 99% confidence interval of the mean. Does the program appear to be effective? Round to 3 decimal places.
A clinic offers a weight-loss program. The table below gives the amounts of weight loss, in pounds, for a random sample of 20 of its clients at the conclusion of the program. Assume that the data are normally distributed. Complete parts (a) and (b). 23 19 17 15 13 11 25 14 6 18 16 5 12 8 15 24 8 20 10 26 a. Find a 99% confidence interval for the population mean. T The 99% confidence interval...
A diet center claims that it has the most effective weight loss program in the region. Its advertisements say, "Participants in our program lose more than 5 pounds within a month." Six clients of this program are weighed on the first day of the diet and then one month later. Let the difference be defined as Weight on First Day of Diet minus Weight One Month Later. Client Weight on First Day of Diet Weight One Month Later 1 155...