Throughout the semester you were provided with professional organization websites and research articles that provided additional resources and information to our weekly topics. Many of these you incorporated into your weekly assignments. Discuss how you used these in one or more of your assignments AND how you can incorporate it all (websites, research articles, and completed homework) into your professional career.
Explain the 3 differing types of diabetes and one nutrition-…
Explain the 3 differing types of diabetes and one nutrition-related therapeutic measure for each.
We often tell our patients/clients to consume a “healthy die…
We often tell our patients/clients to consume a “healthy diet”. What would you include in your education to your patient/client regarding a healthy diet? Be sure to include adequate detail for this question.
Provide at least 2 food/diet/nutrition recommendations you w…
Provide at least 2 food/diet/nutrition recommendations you would give to your patient if they had chronic kidney disease.
All of the following favor atherosclerosis development EXCEP…
All of the following favor atherosclerosis development EXCEPT
Discuss the role that alcohol, and in particular excessive a…
Discuss the role that alcohol, and in particular excessive alcohol, plays in the kidneys and kidney disease.
A statistic is a number that describes a population.
A statistic is a number that describes a population.
91% of all email is spam. Your inbox has 25 emails. Find the…
91% of all email is spam. Your inbox has 25 emails. Find the probability that less than 5 of the emails are not spam.
Suppose that for events A, B and C, the following probabilit…
Suppose that for events A, B and C, the following probabilities are true: P(A) = 0.31, P(B) = 0.45, P(C) = 0.4, P(AnB) = 0.14, P(A|C) = 0.275, P(B|C) = 0.4. Find the P(AUB)
A credit card company monitors cardholder transaction habits…
A credit card company monitors cardholder transaction habits to detect any unusual activity. Suppose that the dollar value of unusual activity for a customer in a month follows a normal distribution with mean $250 and variance $391. What is the probability of $300 to $400 in unusual activity in a month?