Advanced Statistics
The following 5 questions are giving me a hard time. We got our homework back today and these are the ones I missed. Can someone please show me how to work these problems?
1. Suppose the sample size n=50 and sample proportion p= .6 Find the 95% margin of error when estimating true proportion.
2. Distribution of weights of fish has mean 1 lb. and standard deviation of .3 pounds. A random sample of 36 fish. Find the probability sample average weight mean of x will be more than 1.1 lbs.
3. A TV pollster believes 70% of all TV households would tune in. Random sample of 500 TVs. 365 indicated they were tuned in.
a. Find 99% confidence interval for true proportion of TV households tuned in
b. Based on interval in a) can you reject the pollster’s claim?
4.The unemployment rate is 6%. There is a sample of 700 people. What is the probability p is at most 5%?
This one gave me the most difficulty as I missed all 5 points on the problem.
An experiment compares diets A&B over a 30 day period. The sample mean of Diet A is 23.5 and the sample mean of Diet B is 15.6. The standard deviation of Diet A is 2.45 and s.d. of Diet B is 1.75. The sample size is 50 for Diet A and 50 for Diet B.
Find the 95% confidence interval for true difference in mean weight loss for the 2 diets.
Based on this, is there a difference in mean weight loss?
The following 5 questions are giving me a hard time. We got our homework back today and these are the ones I missed. Can someone please show me how to work these problems?
1. Suppose the sample size n=50 and sample proportion p= .6 Find the 95% margin of error when estimating true proportion.
2. Distribution of weights of fish has mean 1 lb. and standard deviation of .3 pounds. A random sample of 36 fish. Find the probability sample average weight mean of x will be more than 1.1 lbs.
3. A TV pollster believes 70% of all TV households would tune in. Random sample of 500 TVs. 365 indicated they were tuned in.
a. Find 99% confidence interval for true proportion of TV households tuned in
b. Based on interval in a) can you reject the pollster’s claim?
4.The unemployment rate is 6%. There is a sample of 700 people. What is the probability p is at most 5%?
This one gave me the most difficulty as I missed all 5 points on the problem.
An experiment compares diets A&B over a 30 day period. The sample mean of Diet A is 23.5 and the sample mean of Diet B is 15.6. The standard deviation of Diet A is 2.45 and s.d. of Diet B is 1.75. The sample size is 50 for Diet A and 50 for Diet B.
Find the 95% confidence interval for true difference in mean weight loss for the 2 diets.
Based on this, is there a difference in mean weight loss?