Question
Solution Preview

These solutions may offer step-by-step problem-solving explanations or good writing examples that include modern styles of formatting and construction of bibliographies out of text citations and references.
Students may use these solutions for personal skill-building and practice.
Unethical use is strictly forbidden.

1. We want to model HDL cholesterol, using five independent variables: sex (female or male), amount of daily exercise (categorized as low or high), race (Black, Hispanic, or White), age, and systolic blood pressure. We have also included the interaction between sex and exercise in the model. We have data from 783 subjects.

i) Give the p-values, and interpret the results of the tests for race, age, and systolic blood pressure. For race, in addition to the result of the overall test, also interpret the multiple comparison procedure. For age and systolic blood pressure, also give the estimated slope, and interpret what additional information you obtain from these.

The p-value associated for race is <0.0001 which is smaller than 0.05 so we can say that race is significant in the model at 5% level of significance. From the multiple comparison table, we can see that there is a statistically significant difference between found between the Black and Hispanic and Black and White because the least square mean table shows that p-value smaller than 0.05 for these comparison. The coefficient of race (Black vs White) is -3.42778096, it means that HDL cholesterol for Black is 3.42778096 lower as compare to White. The coefficient of race (Black vs Hispanic) is 47.2051795-49.8174049 = -2.6122254, it means that HDL cholesterol for Black is 2.6122254 lower as compare to Hispanic.

The p-value associated for age is 0.0067 which is which is smaller than 0.05 so we can say that age is significant in the model at 5% level of significance. The coefficient of age is -0.03701976, it means if there is a one unit increase in the age the HDL cholesterol will be decreased by 0.03701976 units.

The p-value associated for systolic blood pressure is 0.4765 which is which is bigger than 0.05 so we can say that systolic blood pressure is not significant in the model at 5% level of significance. The coefficient of systolic blood pressure is -0.01847500, it means if there is a one unit increase in the systolic blood pressure the HDL cholesterol will be decreased by 0.01847500 units.
This is only a preview of the solution.
Please use the purchase button to see the entire solution.
By purchasing this solution you'll be able to access the following files:
Solution.docx
Purchase Solution
$40.00
Google Pay
Amazon
Paypal
Mastercard
Visacard
Discover
Amex
View Available Mathematics Tutors 645 tutors matched
ionut
Ionut
(ionut)
Master of Computer Science
Hi! MSc Applied Informatics & Computer Science Engineer. Practical experience in many CS & IT branches.Research work & homework
5/5 (6,808+ sessions)
1 hour avg response
$15-$50 hourly rate
Pranay
(math1983)
Doctor of Philosophy (PhD)
Ph.D. in mathematics and working as an Assistant Professor in University. I can provide help in mathematics, statistics and allied areas.
4.6/5 (6,701+ sessions)
1 hour avg response
$40-$50 hourly rate
Leo
(Leo)
Doctor of Philosophy (PhD)
Hi! I have been a professor in New York and taught in a math department and in an applied math department.
4.9/5 (6,469+ sessions)
2 hours avg response

Similar Homework Solutions