Questions
China is one of the most popular investment destinations in the world. Throughout much of the...

China is one of the most popular investment destinations in the world. Throughout much of the 1990s, China accounted for 50% of foreign direct investment (FDI) going into developing countries and between 1994 and 1997, China was the second largest recipient of FDI in the world, after the United States. Do you think the recent corporate tax cuts in the U.S. and the changes in tariff rates in both countries could affect FDI in China? Why? How? What about the FDI in the U.S.?

In: Accounting

Identify 10 APA errors in this written document. Behavior Modification: An Alternative to Drug Therapy in...

Identify 10 APA errors in this written document.

Behavior Modification: An Alternative to Drug Therapy in Treating Hyperactive Children ABSTRACT
The purpose of this study is to determine whether application of behavior modification methods can be an effective and safe alternative to amphetamine therapy in the treatment of hyperactive school children. Sixty elementary age school children who were identified as hyperactive were randomly assigned to one of three treatment groups. It was concluded that additional research is needed to determine the generalize ability of the findings to larger groups and to non-special education classes.

In recent years, the use of amphetamines in treating hperactive children, has caused much controversy and concern. According to some researchers, an estimated 400,000 hyperactive school children are presently being treated with these drugs. Much of the public’s concern has to do with the way in which children are diagnosed. Many children, for example, are being treated with amphetamines solely on the recommendations of school authoritys. Despite the fact that many teachers mistake the normal restlessness of childhood for hyperkinesis. Anohter cause for concern stems from a lack of follow-up studies on the long-term affects of amphetamines.

As an alternative to drug therapy, researchers have begun to focus on behavior modification techniques that are believed to be more safer and more effective over time (Strong, 1974). Strong (1974) conducted a two-year study with an autistic boy and found thast positive reinforcement was significantly more effective than drug therapy in reducing facial grimacing. In another study, this same researcher found token reinforcement to be more effective then medication in increasing adaptive behavior in retarded women.

Behavior modification techniques have also been studied in classroom settings. Smith (1969), for example, was able to reduce ina ppropriate classroom behavior of a ten-year old hyperactive girl by using these techniques. In another study, Nixon (1969) tested the effects of behavior modification in increasing the “on-task performance” of 24 boys who had been diagnosed as hyperactive by there teachers. In the Nixon (1969) study, their was four treatment groups which consisted of various reinforcement techniques and control. Results of a one-way analysis of variance indicated no significant differences between the groups. Although it was reported that some
of the children in each gorup made great improvement in staying on task in learning situations. The Nixon study, however, contained possible sources of error: (1) treatment groups only contained 6 subjects each; (2) there were only 8 treatment sessions;
(3) no instruments were used to evaluate children’s performance; and (4) the children knew they were participating in a study.Widespread use of amphetamines in treating hyperactive children may be a dangerous practice. Moreover, behavior modification techniques have shown to be just as effective in reducing hperactive behavior in children in certain settings.
The sample group for this study will be selected from the population of North Side Educational Center for behaviorally disturbed, elementary-age children. Those children who were diagnosed as “hyperactive” or “hyperkinetic” by the school’s psychologist were cosnidered the population. The stratified random sampling method is to be used to insure that children ages 6 through 12 were represented in the study.

In: Biology

Question: Please remind of your school days. Describes your school circumstance (e.g. size, management, tracking, characteristics...

Question: Please remind of your school days. Describes your school circumstance (e.g. size, management, tracking, characteristics of students, physical environment of the school, absence of security, a lack of resources, etc.) that led to more delinquent behaviors (You can point out a specific kind of delinquency such as school bullying, drug using, violence, etc.) What do you think school officials should do about?

In: Psychology

One of the girls on your college track team has diabetes. She has shared with you...

One of the girls on your college track team has diabetes. She has shared with you some of her fears and concerns. You ask her if you can share this information with the other team members and she gives you the permission to do so. Design a lecture for the team members that will help them recognize the signs, symptoms, and complications of diabetic problems.

In: Nursing

Here are summary statistics for randomly selected weights of newborn​ girls: n=246​, x overbar =30.4​hg, s=6.1hg....

Here are summary statistics for randomly selected weights of newborn​ girls: n=246​, x overbar =30.4​hg, s=6.1hg. Construct a confidence interval estimate of the mean. Use a 98​% confidence level. Are these results very different from the confidence interval 28.9 hg<μ<31.3hg with only16 sample​ values, x overbar=30.1​hg, and s=1.8​hg?

In: Statistics and Probability

You are part of a team investigating the identifying motor vehicle accidents. A multiple regression model...

You are part of a team investigating the identifying motor vehicle accidents. A multiple regression model is to be constructed to predict the number of motor vehicle accidents in a town per year based upon the population of the town, the number of recorded traffic offenses per year and the average annual temperature in the town.

Data has been collected on 30 randomly selected towns:

Number of motor vehicle
accidents per year
Population
(× 1000)
No. of recorded
traffic offences
(× 100)
Average temperature
°F
355 181 29 78
490 257 56 82
597 441 34 81
475 50 95 81
922 495 102 82
736 38 165 81
305 167 25 84
1,128 378 191 78
745 369 86 76
476 237 63 84
143 100 4 84
203 118 21 79
909 489 106 78
410 210 39 77
642 138 131 81
847 308 138 82
604 418 40 77
719 194 132 78
350 319 8 84
327 70 61 76
1,038 259 192 78
756 299 115 81
635 440 40 79
796 283 131 85
301 64 56 81
135 26 26 79
639 31 150 81
325 210 13 77
441 43 98 79
522 370 26 82

a)Find the multiple regression equation using all three explanatory variables. Assume that X1 is population, X2 is number of recorded traffic offenses per year and X3 is average annual temperature. Give your answers to 3 decimal places.

y^ =  + population + no. traffic offences + average temp

b)At a level of significance of 0.05, the result of the F test for this model is that the null hypothesis isis not rejected.

For parts c) and d), using the data, separately calculate the correlations between the response variable and each of the three explanatory variables.

c)The explanatory variable that is most correlated with number of motor vehicle accidents per year is:

population
number of traffic offenses
average annual temperature

d)The explanatory variable that is least correlated with number of motor vehicle accidents per year is:

population
number of traffic offenses
average annual temperature

e)The value of R2 for this model, to 2 decimal places, is equal to

f)The value of se for this model, to 3 decimal places, is equal to

g)Construct a new multiple regression model by removing the variable average annual temperature. Give your answers to 3 decimal places.

The new regression model equation is:

y^ =  + population + no. traffic offences

h)In the new model compared to the previous one, the value of R2 (to 2 decimal places) is:

increased
decreased
unchanged

i)In the new model compared to the previous one, the value of se (to 3 decimal places) is:

increased
decreased
unchanged

In: Math

The following table shows the number of fifth and sixth grade teachers in a school district...

The following table shows the number of fifth and sixth grade teachers in a school district and the number of students in each of those grades. The number of teachers for each of the grade levels was determined by using the Huntington-Hill apportionment method. The district has decided to hire a new teacher for either the fifth or sixth grade.

Number of
teachers
Number of
students
Fifth grade 19 607
Sixth grade 23 739

(a) Use the apportionment principle to determine to which grade the new teacher should be assigned.  


(b) Use the Huntington-Hill apportionment principle to determine to which grade the new teacher should be assigned.


How does this result compare with the result in part (a)?

same result or different result

In: Advanced Math

1) What is the Keynesian school of thought relating to business cycles? 2) What are the...

1) What is the Keynesian school of thought relating to business cycles?

2) What are the strengths of the Keynesian school of thought?

3) What are the weaknesses of the Keynesian school of thought?

4) How has the Keynesian school of thought impacted economics/public policy over the last 80+ years?

In: Economics

Question The towns in Kent with their corresponding x and y coordinates as well as their...

Question

The towns in Kent with their corresponding x and y coordinates as well as their population are given overleaf. This data is also in an excel file that can be downloaded from Moodle under the name “Kent-Towns”.

(a) Using Excel Solver, or otherwise, establish a location in the plane, that minimises:

(i) the sum of distances to all Kent towns,

(ii) the sum of weighted distances to all Kent towns, with populations as weights,

(iii) the maximum distance to any Kent town, and

(iv) the maximum weighted distance to any Kent town.

(b) Assume from now on that facilities can only be established at the given towns, rather than anywhere in the plane.

(i) Establish at which town a single facility should be built, if the aim is to minimise the sum of distances from the facility to all Kent towns.

(ii) Having established this facility, use the ADD heuristic to find the location of a second facility. Allocate every town to its nearest facility. Explain why these two facilities are not necessarily the optimal solution to the p-facility discrete location problem (p=2). Can you find (using your own heuristic thinking) a pair of locations that gives a better result?

In your answers to the above, clearly explain how you have arrived at your results.


TOWN/CITY

X

Y

POPULATION

Ashford

600985

142805

58,178

Broadstairs

639320

167760

24,370

Canterbury

614880

157830

42,249

Chatham

575785

167920

70,540

Dartford

554200

174325

50,000

Deal

637510

152745

29,248

Dover

631650

141835

39,078

Faversham

601530

161425

18,000

Folkestone

622765

135915

53,411

Gillingham

577350

168385

99,773

Gravesend

564730

174170

51,150

Herne Bay

617900

167945

31,000

Maidstone

576150

155705

75,000

Margate

635460

170580

58,465

Northfleet

562235

174310

13,590

Ramsgate

638365

165180

37,967

Rochester

574375

168475

25,000

Royal Tunbridge Wells

558360

139265

45,000

Sevenoaks

552375

155295

18,588

Sheerness

591955

174725

20,000

Sittingbourne

590740

163660

55,000

Tonbridge

559080

146600

31,600

Whitstable

610670

166740

30,000



In: Operations Management

The distribution of weights for 12 month old baby boys in the US is approximately normal...

The distribution of weights for 12 month old baby boys in the US is approximately normal with mean 22.5 pounds and a standard deviation of 2.2 pounds. a. if a 12 month old boy weights 20.3 pounds, what weight percentile is he in approximately. b. if a 12 month old boy is in the 84th percentile in weight, estimate his weight. c. Estimate the weight of a 12 month old boy who is in the 25th percentile by weight. d. Estimate the weight of a 12 month old boy who is in the 75 percentile by weight.

In: Math