According to US department of Agriculture; Economics Research Service, per capita consumption of cheese in the united states in 2018 is 40 lb. Use critical value method to conduct a test statistic on "Do Minnesotan eat more cheese per year than the national average?" Let the level of significant a = 0.05. A random sample of cheese consumption per year for ten Minnesotans is given below: Average Cheese Consumption of 10 Minnesotans 40 38 42 38 41 42.5 40 46 45 44 What is the value of the standard deviation of this sample? (Round to the four place of decimal) The value of test statistic is (round to two decimal place)

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According to US department of Agriculture; Economics Research Service, per capita
consumption of cheese in the united states in 2018 is 40 lb. Use critical value method
to conduct a test statistic on "Do Minnesotan eat more cheese per year than the
national average?" Let the level of significant a =
A random sample of cheese consumption per year for ten Minnesotans is given
0.05.
below:
Average Cheese Consumption of 10
Minnesotans
40
38
42
38
41
42.5
40
46
45
44
What is the value of the standard deviation of this sample? (Round to the four place
of decimal)
The value of test statistic is (round to two decimal place)
Transcribed Image Text:According to US department of Agriculture; Economics Research Service, per capita consumption of cheese in the united states in 2018 is 40 lb. Use critical value method to conduct a test statistic on "Do Minnesotan eat more cheese per year than the national average?" Let the level of significant a = A random sample of cheese consumption per year for ten Minnesotans is given 0.05. below: Average Cheese Consumption of 10 Minnesotans 40 38 42 38 41 42.5 40 46 45 44 What is the value of the standard deviation of this sample? (Round to the four place of decimal) The value of test statistic is (round to two decimal place)
The critical value of the test is (round to two decimal place)
What is your conclusion? Type one of the following two statements:
"Reject the null hypothesis"
"Do not reject the null hypothesis."
Transcribed Image Text:The critical value of the test is (round to two decimal place) What is your conclusion? Type one of the following two statements: "Reject the null hypothesis" "Do not reject the null hypothesis."
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