State whether each of the following statements is true, false or uncertain. Explain and support your answer. There is not necessarily one right answer to these questions. All the credit is in the explanation (but you must state T, F, or U).
a. Cost-effectiveness analysis is used to determine which medicines and treatments the UK National Health Service will cover.
False. National health insurance services in any nation are federal programs aimed at social welfare and not on the efficiency basis. Hence cost effective analysis is not done.
b. Cost-benefit analysis is never used to determine which medicines and treatments U.S. Medicare will cover.
True. As mentioned, Medicare, once again the federal program. Medicare is actually an insurance program where the medical bills are paid not all from out-of-pockets but from the trust funds. These trust funds are composed of funds paid by those who are covered by Medicare. Medicare does not use cost or cost-effectiveness as a criterion for determining which medicines and treatments it will cover.
c. A cost-effectiveness ratio indicates which of two treatment options is better.
False. It its the incremental cost-effectiveness ratio that allows us to investigate the marginal cost for an additional health benefit unit. This is used when we are choosing between different options or treatments
d. If a medical screening technique is perfect at detecting a disease before it develops, and is able to prevent the disease from occurring, it must be cost-effective.
Uncertain because the medical screening technique may or may not use cost effective criteria.
e. If a new medical treatment has a cost-benefit ratio of 0.95 it should definitely be adopted.
Uncertain. Besides the value of ratio being less than 1, there should be no side effects of the treatment.
True, False, Uncertain State whether each of the following statements is true, false or uncertain. Explain and...
Part A: True/False/Uncertain Questions Indicate whether each of the following statements is true, false or uncertain and explain why. Most of the marks depend on the quality of the explanation - unsupported answers will receive little or no marks. Each question is worth 5 marks for a total of 20 marks. (1) An increase in the tax rate has the same effect on the aggregate expenditure function as a decrease in government spending.
State with reason whether the following statements are true, false or uncertain 1. a) The least squares estimator always provides unbiased estimates b) The autoregressive model asserts that shocks to an economic variable do not work themselves out in one period c) The Durbin-Watson statistic is a test for autocorrelation in the error term. d) AR(1) errors cause inconsistency in parameter estimation.
For each of the following statements, indicate whether it is true, false, or uncertain and EXPLAIN WHY. a. In the long-run the typical monopolistically competitive firm earns no economic profit and that indicates that the firm is economically (productively) efficient b. Monopolists have complete pricing freedom as they seek to maximize profits. c. In the short-run, if price drops below the average total cost, the perfectly competitive firm must shut down immediately.
(a) State and explain if the following statements are True, False or Uncertain. You have to explain your option even if the answer is True. If marginal cost in two markets is identical for a firm, then an international monopolistically competitive firm would set the same price in both markets. The Heckscher-Ohlin model can explain why the relative demand for skilled workers has increased within all sectors in developed countries in recent decades. In the specific factor model with labor...
True, False or Uncertain (24 points). State whether the claims in these statements are true, false or ambiguous and explain why. You must provide an explanation to receive any credit. Drawing graphs and arrows only will yield minimum credit. a. “In the Mundell-Fleming (IS*-LM*) Model with fixed exchange rates, a contractionary monetary policy will have no effect on output in the long-run.” (8 points) b. ““Suppose that the equation for the Phillips curve is π = πe – 3(u -...
[48 marks-6 marks each] True, False, or Uncertain Explain why each of the following statements is True, False, or Uncertain according to economic principles. Use diagrams where appropriate. Unsupported answers will receive no marks. It is the explanation that is important tin tiels ... TL A1-4. If a country has a standard production possibilities boundary (PPB) between national defense goods and "other goods", then an increase in defense spending means that the opportunity cost of "other goods" will rise A1-5....
For each statement, decide whether it is True, False or Uncertain and explain why briefly 1- Y=w*L + r *K , where Y is GDP, is this equation true? And if it is, can you explain the intuition? 2- Output is a function of Capital and Labor. In the Solow growth model, you can save and grow your capital indefinitely, and then your economy will always grow and standards of living will rise forever. 3- In the neoclassical model, government...
For each of the statements below, state whether it is true or false. If true, explain why each of its directions → and ← is true. If false state which direction is false and give a counterexample. (a) ∀x (A(x) ∨ B(x)) ↔ ∀xA(x) ∨ ∀xB(x) (b) ∀x (A(x) ∧ B(x)) ↔ ∀xA(x) ∧ ∀xB(x) (c) ∃x (A(x) ∨ B(x)) ↔ ∃xA(x) ∨ ∃xB(x) (d) ∃x (A(x) ∧ B(x)) ↔ ∃xA(x) ∧ ∃xB(x)
Evaluate whether the following statements are True, False, or Uncertain. Explain your answer. You MUST provide an explanation to receive ANY marks for these questions! Pure public goods involve positive externalities
TRUE-FALSE-UNCERTAIN For each of the following claims, indicate whether it is true or false, or whether it could be either one, depending on circumstances. Then, explain why. Your grade will depend on your explanation. Try to make sure your explanation is not only correct but thorough. In particular, if a statement is false for more than one reason, discuss all those reasons (even though, logically, it takes just one contradiction to make the entire statement false). Doing this will prepare...