Question

Question 2 ( 25 points) A coffee shop relocates to Italy and wants to make sure that all lattes are consistent. They believe that each latte has an average of 4 oz of espresso. If this is not the case, they must increase or decrease the amount. A random sample of 25 lattes shows a mean of 4.6 oz of espresso and a standard deviation of .22 oz. Use alpha = .05 and run a one sample t-test to compare with the known population mean. a)Hypothesis: H?: H?: b) Draw the location of Critical Value, identify the distribution it comes from and the alpha value associated with it. Distribution Critical Value C) Calculate the Test Statistic. Identify the formula in which you use. And find the number. Test Statistic Value D) Conclude your problem in a sentence that fully explains the result of your hypotheses test. Null Hypothesis: Reject or Accept?

          Question 2 ( 25 points)

A coffee shop relocates to Italy and wants to make sure that all lattes are consistent. They believe that each latte has an average of 4 oz of espresso. If this is not the case, they must increase or decrease the amount. A random sample of 25 lattes shows a mean of 4.6 oz of espresso and a standard deviation of .22 oz. Use alpha = .05 and run a one sample t-test to compare with the known population mean.

a)Hypothesis: H?:
H?:

b) Draw the location of Critical Value, identify the distribution it comes from and the alpha value associated with it.

Distribution

Critical Value

C) Calculate the Test Statistic. Identify the formula in which you use.
And find the number.

Test Statistic Value

D) Conclude your problem in a sentence that fully explains the result of your hypotheses test.

Null Hypothesis: Reject or Accept?

Question 2 ( 25 points)

A coffee shop relocates to Italy and wants to make sure that all lattes are consistent. They believe that each latte has an average of 4 oz of espresso. If this is not the case, they must increase or decrease the amount. A random sample of 25 lattes shows a mean of 4.6 oz of espresso and a standard deviation of .22 oz. Use alpha = .05 and run a one sample t-test to compare with the known population mean.

a)Hypothesis: H?:
H?:

b) Draw the location of Critical Value, identify the distribution it comes from and the alpha value associated with it.

Distribution

Critical Value

C) Calculate the Test Statistic. Identify the formula in which you use.
And find the number.

Test Statistic Value

D) Conclude your problem in a sentence that fully explains the result of your hypotheses test.

Null Hypothesis: Reject or Accept?

Added by Antonia R.

Question

Please give Ace some feedback