Q2. Match each term with the correct definition by inserting the appropriate letter into the
second column.
Term Appropriate Letter that matches the term
private property
freedom of enterprise
mutually agreeable
freedom of choice
self-interest
competition
market
a. An institution that brings buyers and sellers together.
b. The right of private persons and firms to obtain, control, employ, dispose of, and bequeath
land, capital, and other property.
c. The presence in a market of independent buyers and sellers who compete with one another
and who are free to enter and exit the market as they each see fit.
d. The freedom of firms to obtain economic resources, decide what products to produce with
those resources, and sell those products in markets of their choice.
e. What each individual or firm believes is best for itself and seeks to obtain.
f. Economic transactions willingly undertaken by both the buyer and the seller because each
feels that the transaction will make him or her better off.
g. The freedom of resource owners to dispose of their resources as they think best; of workers
to enter any line of work for which they are qualified; and of consumers to spend their
incomes

Could someone please assist me with the following?

1. in Dementias, Including Alzheimer's Disease Briefly describe the problem indicating the “burden of disease” including morbidity and mortality and changes that have occurred in recent years.

2. Briefly describe the course of the disease or condition using the concepts of incidence, prevalence and case-fatality. If these concepts are not relevant to your subject explain what they mean and why they are not relevant.

3. Identify at least two at-risk groups (those with an increased probability of developing and/or experiencing bad outcomes). Explain why these groups are at-risk of experiencing this health issue. Be sure to connect your discussion to the key categories of social determinants of health as outlined in the text.

4. Identify 5- 8 options for potential interventions to address the problem. For each of the options identify the primary focus in terms of When (Primary, secondary or tertiary prevention), Who (individual, at-risk group, population) and How (education, motivation, obligation, invention). Number each of the potential interventions. Identify each option then bullet or create a table giving your answers to When, Who and How for each option.

Remember tailoring experts Frieda Oglesby, Rena Fitts, and Will Bertrand, who decided to go into business together? Their business, FitzWellby, is one that provides in-home measuring and fittings, and even on-site stitching, for busy executives who don't have time to take their clothing to tailor shops. The business was formed as a general partnership. Bob Strahan joined the partnership as a fourth general partner only one day before Bertrand inadvertently left a client's home unlocked while dropping off a garment; client Veronica Treadwell's home was subsequently robbed.

Treadwell prevails in the lawsuit she filed against FitzWellby; the three original individual partners are also deemed to be individually liable. Faced with the financial realities of this catastrophe, Oglesby, Fitts, Bertrand, and Strahan decide to dissolve the business.

•      What would have been the outcome of the Treadwell lawsuit for Oglesby and Fitts if FitzWellby had been a limited partnership, with Bertrand as the general partner?

•      What would be the distribution of the assets of FitzWellby, the general partnership?

•   How, if at all, would the distribution of assets be different if FitzWellby had been a limited partnership?

5- On a Design-Build contract, who is responsible for paying to remedy a mistake made by a designer who has provided services compliant with the standard of care:

a. Design-build entity

b. Designer

c. Owner

d. Insurance company providing an E&O insurance policy

1. Assume the following information:​

​

1. An U.S. investor has $1,000,000 to invest (note: the investor uses own money, not borrowed funds). What is the yield to the U.S. investor who conducts covered interest arbitrage? Make sure you show your works step by step and explain your calculations. Does covered interest arbitrage work for the U.S. investor?

2. A Swiss investor have Swiss francs (CHF) 1,000,000 to execute covered interest arbitrage (i.e., convert CHF into US$, invest in the U.S., and use forward contracts to hedge foreign exchange rate risk). What is the yield to the Swiss investor who conducts covered interest arbitrage? Can the Swiss investor earns a higher return than investing at home (i.e., Switzerland)? (6 points in total)

. Investigate the Paleo, Keto, Mediterranean, and Adkins diets.

What are the similarities and differences?

What are the pros and cons?

Are they for everyone?

You will need to do some searching on the Internet, talk to nutrition or chef who specializes in these diets, or find a book in the library. You can start here:

Paleo Keto Atkins Mediterranean But you will need to look in other places to understand the pros and cons.

2. Investigate ancient grains and Pulses.

Why are people turning to these foods? What connection do these have to intestinal conditions and the immune system?

3. Investigate GMO (Genetically Modified Foods) What are they, Why do we have them, are they good or bad?

Start with the WHO site but go deeper to see the pros and cons. This is a very controversial topic. 4. Why are fats now ok?

Which ones? Choose Healthy Fats 5. Make a graphic depicting healthy fats and prepare a case for why these are healthy even though not too many years ago we were told they were bad for us.

Biostatistics with R

- Solve the following by evaluating the test statistic and p value. Suppose that the population mean of systolic blood pressure in the US is 115. We hypothesize mean systolic blood pressure is lower than 115 among people who consume a small amount (e.g., around 3.5 ounces) of dark chocolate every day. Assume that systolic blood pressure, X, in this population has a Normal distribution. To evaluate our hypothesis, we randomly selected 100 people, who include a small amount of dark chocolate in their daily diet, and measured their blood pressure. If the sample mean is x¯ = 111 and the sample variance is s = 32, can we reject the null hypothesis at 0.1 confidence level?

- Solve the following using the Confidence Interval Hypothesis Test approah and t.test() Approach. Use the Pima.tr data set to evaluate the hypothesis that the population mean of diastolic blood pressure for Pima Indian women is not 70.

library(MASS)

data("Pima.tr")

#str(Pima.tr)

?Pima.tr

I've noticed that there's this misconception that folks who disagree with our general classroom-perspective are considered uneducated. This includes Dennis (who rejected life-saving measures due to religious reasons) or animal rights stakeholders (like the trauma surgeon).

There's a lot of science that shows us that facts (read: education) don't help to change people's minds

Now consider the following questions for this discussion:

When talking with someone you know really well, what kind of things do you get out of that interaction? Think along the lines of empathy, understanding, companionship, feeling listened to.

How does your communication style change when trying to change someone's mind? What do you get out of being "right"? Do you think the person gets something out of being "wrong"?

What's it like to be on the other side of the conversation when someone is trying to convince you of something?

How might we try to communicate more effectively around these controversial subjects?

who are examples of under appreciated stakeholders in the automotive company TESLA that generally are forgotten min 3?

Prof. Washington has a self-managed retirement plan through his University and would like to retire in 10 years and wonders if his current and future planned savings will provide adequate future retirement income. Here’s his information and goals.

▪ Prof. Washington wants a 25-year retirement annuity that begins 10 years from today with an equal annual payment equal to $70,000 today inflated at 3% annually over 10 years. His first retirement annuity payment would occur 10 years from today. He realizes his purchasing power will decrease over time during retirement due to the inflation.

Prof. Washington currently has $280,000 in his University retirement account. He expects these savings and any future deposits into his University and any other retirement account will earn 7.5% compounded annually. Also, he expects to earn this same 7.5% annual return after he retires. Answer the following questions to help Prof. Washington finalize his retirement planning.

1. What is Prof. Business’ desired annual retirement income in the first year, i.e., the retirement income he wants 10 years from today?

2. Assuming that inflation is zero from year 10, how much will Prof. Washington need 10 years from today to fund his desired retirement annuity?

3. Assume that inflation is zero from year 10. In addition to the $280,000 balance today, Prof. Washington will fund his future retirement goal from question 2 by making 10 annual equal deposits at 7.5% compounded annually into his retirement accounts starting a year from today (the last deposit will be made when Prof. Washington retires). How large does this annual deposit need to be in addition to the initial $280,000 invested in Prof. Business’ retirement fund?

4. Assume that inflation is 3% during the entire period, even after retirement. Prof. Washington is worried about his purchasing power eroding during retirement. He would like his first retirement withdrawal to be equal to the amount you found in #1, and then he increase each successive retirement withdrawal by 3% annually over the remaining 24 withdrawals. How much will Prof. Washington need now at retirement given Prof. Washington's 7.5% expected return?

5. In addition to the $280,000 balance today, Prof. Washington will fund his adjusted future retirement goal from question 4 by making 10 annual equal deposits at 7.5% compounded annually into his retirement accounts starting a year from today (the last deposit will be made when Prof. Washington retires). How large does this annual deposit need to be in addition to the initial $280,000 invested in Prof. Washington’s retirement fund?