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kramer
3 years ago
15

A researcher is studying the effectiveness of two different resident adolescent drug treatment programs. Program A is used at Su

mmerhill adolescent facility. Program B is used at Winterdale adolescent facility. Because random assignment to treatments is not possible in this situation, what can the researcher do to minimize possible effects of sample bias?
Business
1 answer:
Naddik [55]3 years ago
4 0

Answer and explanation:

In order to avoid sample bias, it is important to make a classification of the teenagers being studied by categorizing them according to race, family composition, and drugs used, for instance. This will allow the researcher to compare similar samples of the two different facilities instead of picking some randomly without taking into consideration factors like the mentioned above.

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Suppose that government officials have decided to implement expansionary fiscal policies. What are their desired outcomes
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The goals of expansionary fiscal policies are to reduce unemployment rate, increase aggregate demand (rightward shift of aggregate demand curve), increase aggregate supply (rightward shift of aggregate supply curve), and as a result increase real GDP.

Expansionary fiscal policies can be either:

  • increase government spending
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Stock Acquisition McDermott Corporation has been in the midst of a major expansion program. Much of its growth had been internal
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Read 2 more answers
If there are 200 rooms and the operating costs are $20,000 plus a cleaning fee of $5 per room per day, compute the profit during
Ne4ueva [31]

Answer:

$28,007,000

Explanation:

Number of rooms                                          =  200

Daily operating expenses for one room     = $20,000 + Cleaning fee

Daily operating expenses for one room    = $20,000 + $5

                                                                      = $20,005

One week period                                          = 7 days

Daily operating expenses for 200 rooms   = Daily operating expenses for  

                                                                         one room X  Number of rooms

                                                                       = $20,005 X 200

                                                                       = $4,001,000

Operating expenses for one-week period  = Daily operating expenses for

                                                                           200 rooms X 7

                                                                        = $4,001,000 X 7

                                                                        = $28,007,000

                                                                         

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