Answer:
Economic models often vary greatly in assumptions and simplifications.
Explanation:
Most models in Classical Economics are based on a lot of generalizations and simplifications, that intend to model the behavior of the situations of the real world but often fail to encompass all the intricacies and complications that even most straightforward situations present. These simplifications help the Economists figure out the mathematical laws that are governing the real world economic systems. Therefore making the economic modeling a simpler process.
Classic economics implies three basic assumptions:
1- People behave rationally in any situation.
2- Firms and individual want to maximize profit and utility
3- People act independently based on available information.
Answer:
CIOMS International Ethical Guidelines for Biomedical Research Involving Human Subjects
Explanation:
International Ethical Guidelines for Health-related Research Involving Humans are prepared by the Council for International
Organizations of Medical Sciences (CIOMS) in collaboration with the World Health Organization (WHO) . The ethical justification for undertaking health-related research involving humans is its scientific and social value: the prospect of generating the knowledge and the means necessary to protect and promote people’s health. Patients, health professionals, researchers, policy-makers, public health officials, pharmaceutical companies and others rely on the results of research for activities and decisions that impact individual and public health, welfare, and the use of limited resources. Therefore, researchers, sponsors, research ethics committees, and health authorities, must ensure that proposed studies are scientifically sound, build on an adequate prior knowledge base, and are likely to generate valuable information.
Answer:
long run, productive resources
Answer:
t value is 1.495
Explanation:
The null and alternative hypothesis are :
H0 : mu = 1327
ha: mu > 1327
This is a one tailed test
Critical value = 1.771
at 0.05 significance level with df = 14-1 = 13
test statistics:
s = 411.53, n = 14
t = (xbar -mu)/(s/sqrt9n))
= ( 1491.43 - 1327)/(411.53/sqrt(14))
= 1.495
Decision:
Reject H0 if tstat > 1.771
Fail to reject H0
