Consider a linear regression analysis of Weight at Birth (Birth Weight) in grams and Gestational Age in Weeks. The analysis gave the following output Model Beta Coefficient p-value 95% Confidence Interval Gestational Age 96.56 0.02 14.41 -178.72 Constant -230.34 0.39 -3 340.0-3 180.30 2.1 Give the linear regression equation (use the variable names and not X and Y) 2.2 Calculate the predicted Weight at Birth of a baby born at 40 weeks Gestational Age 2.3 Do the data present sufficient evidence to indicate that the slope differs from zero, at the 1% level of significance? Interpret your results. (Ensure you use all the steps for your hypothesis test)
Consider a linear regression analysis of Weight at Birth (Birth Weight) in grams and Gestational Age in Weeks. The analysis gave the following output Model Beta Coefficient p-value 95% Confidence Interval Gestational Age 96.56 0.02 14.41 -178.72 Constant -230.34 0.39 -3 340.0-3 180.30 2.1 Give the linear regression equation (use the variable names and not X and Y) 2.2 Calculate the predicted Weight at Birth of a baby born at 40 weeks Gestational Age 2.3 Do the data present sufficient evidence to indicate that the slope differs from zero, at the 1% level of significance? Interpret your results. (Ensure you use all the steps for your hypothesis test)
MATLAB: An Introduction with Applications
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![2. QUESTION
Consider a linear regression analysis of Weight at Birth (Birth Weight) in grams and Gestational Age in Weeks.
The analysis gave the following output
Model
Beta Coefficient
p-value
95% Confidence Interval
Gestational Age
96.56
0.02
14.41 178.72
Constant
-230.34
0.39
-3 340.0-3 180.30
2.1
Give the linear regression equation (use the variable names and not X and Y)
2.2
Calculate the predicted Weight at Birth of a baby born at 40 weeks Gestational Age
2.3
Do the data present sufficient evidence to indicate that the slope differs from zero, at the 1%
level of significance? Interpret your results. (Ensure you use all the steps for your hypothesis test)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0428dbab-940b-4843-8f15-5ee4c65319fb%2F28da727c-9129-49ec-8512-1e614804da93%2Fzpsvvug_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2. QUESTION
Consider a linear regression analysis of Weight at Birth (Birth Weight) in grams and Gestational Age in Weeks.
The analysis gave the following output
Model
Beta Coefficient
p-value
95% Confidence Interval
Gestational Age
96.56
0.02
14.41 178.72
Constant
-230.34
0.39
-3 340.0-3 180.30
2.1
Give the linear regression equation (use the variable names and not X and Y)
2.2
Calculate the predicted Weight at Birth of a baby born at 40 weeks Gestational Age
2.3
Do the data present sufficient evidence to indicate that the slope differs from zero, at the 1%
level of significance? Interpret your results. (Ensure you use all the steps for your hypothesis test)
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