Gaming and distracted eating, Part II: A group of researchers investigated the effects of being distracted by a game on how much people eat. The 22 patients in the treatment group who ate their lunch while playing solitaire were asked to do a serial-order recall of the food lunch items they ate. The average number of items recalled by the patients in this group was 4.9, with a standard deviation of 1.8. The average number of items recalled by the patients in the control group (no distraction) was 6.1, with a standard deviation of 1.8. Do these data provide strong evidence that the average number of food items recalled by the patients in the treatment and control groups are different? Use the treatment group as Group A and the control group as Group B. What are the hypotheses for this test? O Ho: Uno distraction = Hdistraction Ha: Hno distraction Hdistraction O O Ho: Hno distraction = Hdistraction Ha: Hno distraction * Hdistraction The degrees of freedom associated with this test are: 42 The test statistic for the hypothesis test is (round your answer to 3 decimal places): -2.211 The p-value for the hypothesis test is: O between .02 and 0.025 OF O greater than .25 O between .04 and 0.05 Obetween .02 and .04 Ogreater than .50 O between .01 and .02 Submit All Parts

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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How do I find the degrees of freedom?
Gaming and distracted eating, Part II: A group of researchers investigated the effects of being distracted
by a game on how much people eat. The 22 patients in the treatment group who ate their lunch while
playing solitaire were asked to do a serial-order recall of the food lunch items they ate. The average
number of items recalled by the patients in this group was 4.9, with a standard deviation of 1.8. The
average number of items recalled by the patients in the control group (no distraction) was 6.1, with a
standard deviation of 1.8. Do these data provide strong evidence that the average number of food items
recalled by the patients in the treatment and control groups are different? Use the treatment group as
Group A and the control group as Group B.
What are the hypotheses for this test?
O Ho: Uno distraction = Hdistraction
Ha: Hno distraction < Hdistraction
O Ho: Uno distraction = Hdistraction
Ha: Hno distraction > Hdistraction
O
O Ho: Hno distraction = Hdistraction
Ha: Hno distraction * Hdistraction
The degrees of freedom associated with this test are: 42
The test statistic for the hypothesis test is (round your answer to 3 decimal places):
-2.211
The p-value for the hypothesis test is:
O between .02 and 0.025
OB
O greater than .25
O between .04 and 0.05
Obetween .02 and .04
Ogreater than .50
Obetween .01 and .02
Submit All Parts
Transcribed Image Text:Gaming and distracted eating, Part II: A group of researchers investigated the effects of being distracted by a game on how much people eat. The 22 patients in the treatment group who ate their lunch while playing solitaire were asked to do a serial-order recall of the food lunch items they ate. The average number of items recalled by the patients in this group was 4.9, with a standard deviation of 1.8. The average number of items recalled by the patients in the control group (no distraction) was 6.1, with a standard deviation of 1.8. Do these data provide strong evidence that the average number of food items recalled by the patients in the treatment and control groups are different? Use the treatment group as Group A and the control group as Group B. What are the hypotheses for this test? O Ho: Uno distraction = Hdistraction Ha: Hno distraction < Hdistraction O Ho: Uno distraction = Hdistraction Ha: Hno distraction > Hdistraction O O Ho: Hno distraction = Hdistraction Ha: Hno distraction * Hdistraction The degrees of freedom associated with this test are: 42 The test statistic for the hypothesis test is (round your answer to 3 decimal places): -2.211 The p-value for the hypothesis test is: O between .02 and 0.025 OB O greater than .25 O between .04 and 0.05 Obetween .02 and .04 Ogreater than .50 Obetween .01 and .02 Submit All Parts
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