Answer: D. A confidence interval is used to test a claim about two population proportions.
Explanation: Confident interval estimate is a type of estimate computed from statistics of observed data.
The confident interval estimate of the difference between two population proportions will use a standard deviation based on estimated values of the population proportion. The confident interval will be used to estimate the difference in the two population proportions, but it will not be used to test claim about two population proportions because it can not.
Answer:
The c orrect answer is A.
Explanation:
Giving the following information:
Annual deposit= 1,410
Annual interest rate= 5%
Number of years= 8 years
To calculate the future value of her investment, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {1,410*[(1.05^8)-1]}/ 0.05
FV= $13,464.24
Affects the rights of others.
The principal of rights theory says individuals should have the maximum freedom and rights and those are only limited if the rights would infringe on rights of other people
Answer:
c. believe in the use of fiscal policy to stabilize the economy.
Explanation:
According to Keynesian theory, the sum of some micro-economic behaviors of all individuals and businesses results in inefficiency and the economy operates at a level below its potential output and growth. When total demand for products is insufficient, the economy enters a crisis and unnecessary unemployment arises due to defensive behavior of the producers. In such cases, the government may pursue policies to increase aggregate demand, and as a result may accelerate economic activities and reduce unemployment. Most Keynesian propose policies to stabilize the business cycle. For example, when the unemployment level is too high, the state can pursue a growth-oriented monetary policy. , one of the most famous of his critiques, Keynes argues and did not agree with "The Laissez-faire" that he opined the doctrines of laissez-faire are dependent on some extent on a case-by-case basis.