LP5.1 Assignment: Aging Parents These assignments will assess the competency 5. Analyze reimbursement and quality improvement in long-term care systems. Prepare a 3-4 page, double-spaced paper (cite 3-4 reliable sources) that addresses the following scenario: You are helping your parents, ages 62 and 64, plan their retirement and financial future. • Research and discuss options for seniors' long-term care, including programs through Medicare, Medicaid, managed care, and other private insurance, etc. • What will you tell them about the potential need for, and costs of, long-term care? What about long-term care insurance? • How will you advise them to prepare financially to cover their health needs and related issues as they age, based on their income, current payer coverage and current and future needs? Be specific. • Detail trends affecting long-term care reimbursement and national spending from federal, state, and personal perspectives. Submit this assignment to your instructor via the dropbox “LP5.1 Assignment: Aging Parents.” This assignment is worth 60 points and will be graded according to the scoring guide below.
In: Operations Management
what is the atomic spectrum , and what it's Sections ? then talk about one of them in detail .
In: Physics
1. You just won 100 million playing the lottery yesterday and you deposit 50 million in the local bank. Would you spending habits and the way you think about and select goods and service change compared to the way it was before you won lottery? what types of goods would you buy and in what quantities? why? Please explain it by some economic concept as much detail as possible.
In: Economics
a) Using what you learned about private and social costs as well as private and social benefits in private decision-making, explain why managed isolation has been imposed on cross-border travelers entering into New Zealand. Use a diagram of the market for international air travel to illustrate your point.
b) Using what you learned about private and social costs as well as private and social benefits in private decision-making, explain the economic consequences of not charging for managed isolation upon entry.
c) Given what you understand about the price elasticity of demand and supply, explain how the proposed managed isolation fee legislation will affect travel decisions of New Zealanders and NZ permanent residents and how it will affect the airlines. Use suitable diagrams to illustrate your answer.
d) Given what you know about the policy, what will be its implication for fairness in New Zealand society?
e) Based on your discussion, do you think the government’s plans will be beneficial for society? In what way would the opposition’s plans be better? In what way would it be worse?
In: Economics
A box contains 8 red balls, 4 green balls, and 3 blue balls. You
pull 2 balls from the box (one at a time) WITHOUT
replacement.
**LEAVE ALL ANSWERS AS FRACTIONS**
Find the probability of the following:
a.) P(Red on 1st ball AND Red on 2nd ball) =
b.) P(Green on 1st ball AND Red on 2nd ball)
=
c.) P(Blue on 1st ball AND Green on 2nd ball)
=
d.) What is the probability of drawing 2 green
balls in your 2 pulls?
e.) What is the probability of selecting a red
ball on your second pull, given a red ball was already selected on
the first pull?
f.) What is the probability of drawing one red
ball and one green ball (in either order)?
g.) What is the probability or selecting two balls
of the same color?
h.) What is the probability or selecting two balls
of different colors?
In: Statistics and Probability
In: Nursing
What happens microscopically when an electrical current starts to flow? I'd like to understand microscopically what happens in detail when electrons start moving (quasi-classically).
Electrons can have different velocity, they can produce electromagnetic fields, leads have free electrons and rigid atom cores and there exist electromagnetic fields. That's all the ingredients you should need?
Electrons only move due to EM fields, so basically this question boils down to what the EM fields look like and how they build up?! In steady state, what is the electric and magnetic field distribution in/around the lead? And what about the transient state?
What happens when you attack a battery to a lead? Are there EM fields between battery poles or why are electrons pushed? How do the EM field start to push electrons along an arbitraritly shaped long lead?
In: Physics
Explain in detail what is meant by "non-contractual promises" (enforceable and unenforceable). Do not simply give me the textbook definition. You must explain an enforceable non-contractual promise and an unenforceable non-contractual promise in detail. What makes a non-contractual promise "enforceable"; what makes it "unenforceable?"
In: Operations Management
another method of multiplexing involves the use of tri-state devices. First of all, how are multiplexers used and second, what are tri-state devices and why do we really care about tri-state device (yes we most emphatically DO CARE.. they are very important).
In: Electrical Engineering
You might think that if you looked at the first digit in randomly selected numbers that the distribution would be uniform. Actually, it is not! Simon Newcomb and later Frank Benford both discovered that the digits occur according to the following distribution: (digit, probability)
( 1 , 0.301 ) , ( 2 , 0.176 ) , ( 3 , 0.125 ) , ( 4 , 0.097 ) , ( 5 , 0.079 ) , ( 6 , 0.067 ) , ( 7 , 0.058 ) , ( 8 , 0.051 ) , ( 9 , 0.046 )
The IRS currently uses Benford's Law to detect fraudulent tax data. Suppose you work for the IRS and are investigating an individual suspected of embezzling. The first digit of 133 checks to a supposed company are as follows:
| Digit | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|
| Observed Frequency |
37 | 22 | 18 | 9 | 9 | 12 | 7 | 10 | 9 |
a. State the appropriate null and alternative hypotheses for this test.
b. Explain why ? = 0.01 is an appropriate choice for the level of significance in this situation.
c. What is the P-Value? Report answer to 4 decimal places P-Value =
d. What is your decision? Fail to reject the Null Hypothesis Reject the Null Hypothesis
e. Write a statement to the law enforcement officials that will use it to decide whether to pursue the case further or not. Structure your essay as follows: Given a brief explanation of what a Goodness of Fit test is. Explain why a Goodness of Fit test should be applied in this situation. State the hypotheses for this situation. Interpret the answer to part c. Use the answer to part c to justify the decision in part d. Use the decision in part d to make a conclusion about whether the individual is likely to have embezzled. Use this to then tell the law enforcement officials whether they should pursue the case or not.
In: Statistics and Probability