Questions
1. List two ways that parents can promote their adolescent’s academic achievement. Explain why each is...

1. List two ways that parents can promote their adolescent’s academic achievement. Explain why each is “effective”.

2. Adolescents from immigrant families may experience acculturative stress. What is acculturative stress and how can social systems (for example, community, church, schools) help ease this conflict?

In: Nursing

Open Air_Traffic data. SETUP: It is believed that in July, as years go by we see...

Open Air_Traffic data. SETUP: It is believed that in July, as years go by we see higher and higher traffic. Given the data your job is to confirm or disprove this assertion.

4. What test/procedure did you perform? (4 points)

  • a. Regression
  • b. Two sided t-test
  • c. One sided t-test
  • d. Confidence Interval

5. What is the statistical interpretation? (4 points)

  • a. Average of data is inconsistent with the claim
  • b. P-value is too large to have a conclusive answer
  • c. P-value is smaller than 5% thus we are confident to say that the slope is not zero.
  • d. P-value is smaller than 5% thus we are confident that the averages are different.
  • e. None of these

6. What is the conclusion? (4 points)

  • a. We cannot claim that in July, as years go by we see higher and higher traffic.
  • b. We can claim that in July, as years go by we see higher and higher traffic.
  • c. None of these
month year Air Traffic
Sep 2001 527,483
Feb 1998 545,512
Feb 1997 560,142
Nov 2001 562,761
Feb 1999 568,516
Nov 1997 571,222
Feb 2002 571,898
Jan 1998 573,195
Sep 1998 574,779
Apr 1998 577,213
Feb 1996 578,736
Dec 2001 580,757
Nov 1996 584,295
Oct 2001 588,116
Sep 1997 588,745
Dec 1997 591,915
Jan 1996 593,346
Jan 1999 595,134
Sep 1996 595,394
Nov 1998 601,849
Jun 1998 602,622
Jan 1997 604,399
Jun 1996 605,753
Apr 1997 605,797
Feb 2000 605,799
Dec 1996 606,229
Apr 1996 606,312
Oct 1997 606,522
Feb 2013 607,481
Mar 1998 608,740
May 1998 610,593
Jul 1997 611,722
Jan 2002 614,110
Feb 2001 614,242
Jun 1997 614,943
Aug 1997 619,541
May 1996 619,734
Dec 1998 619,871
Oct 1996 620,810
Sep 1999 621,236
Apr 1999 622,759
Feb 2010 623,022
May 1997 623,488
Jul 1996 623,594
Jan 2000 623,646
Mar 1997 624,222
Feb 2011 625,559
Apr 2002 626,683
Mar 1996 626,722
Sep 2002 626,950
Nov 1999 627,298
Aug 1996 628,524
Oct 1998 629,926
Aug 1998 632,272
Jun 1999 633,058
May 1999 634,994
Apr 2000 635,683
Jul 1998 636,816
Mar 2002 639,968
May 2002 640,659
Mar 1999 641,159
Jun 2002 642,274
Dec 1999 646,562
Dec 2000 646,562
Feb 2012 647,034
Nov 2013 652,027
Apr 2001 652,922
Jul 1999 654,104
Oct 1999 655,244
Jun 2001 655,886
Nov 2000 657,575
Sep 2000 658,274
Feb 2009 659,905
Jun 2000 660,467
Jan 2013 661,969
Aug 1999 663,927
Mar 2000 666,940
Nov 2012 669,426
Dec 2012 670,923
May 2000 672,620
Jul 2002 673,615
May 2001 674,360
Jan 2012 677,716
Jan 2001 677,941
Sep 2012 678,037
Aug 2002 679,840
Sep 2013 680,200
Jan 2011 681,174
Jul 2000 682,558
Nov 2011 682,682
Mar 2001 683,033
Feb 2003 690,351
Apr 2013 692,634
Oct 2000 692,862
Aug 2000 692,874
Jul 2001 693,672
Oct 2012 694,760
Nov 2009 694,780
Jan 2010 694,866
Dec 2011 701,368
Dec 2010 702,620
Oct 2013 702,901
Nov 2010 704,414
Dec 2009 704,870
Sep 2011 706,423
Apr 2012 707,046
Aug 2001 707,077
Nov 2008 707,252
Sep 2009 709,839
Jan 2009 709,936
Mar 2013 710,186
Feb 2006 715,843
Sep 2010 718,697
Jun 2013 719,059
Dec 2008 720,064
Apr 2011 720,117
May 2013 721,141
Apr 2010 722,593
Oct 2011 723,246
Feb 2007 724,657
May 2012 725,746
Oct 2009 726,611
Sep 2008 728,389
Mar 2012 728,653
Apr 2009 728,892
Jun 2012 735,119
Oct 2010 737,265
Mar 2010 739,935
May 2010 741,616
May 2011 743,824
Feb 2008 746,679
Aug 2013 747,008
Mar 2009 747,367
May 2009 749,038
Jul 2013 750,776
Jun 2010 751,359
Aug 2012 753,513
Mar 2011 754,694
Jun 2011 756,735
Jul 2012 757,513
Oct 2008 758,540
Jun 2009 760,198
Feb 2005 760,955
Feb 2004 761,618
Nov 2003 765,842
Apr 2003 766,260
Nov 2002 766,327
Aug 2011 767,983
Aug 2009 781,361
Aug 2010 781,460
Dec 2002 781,653
Sep 2003 781,804
Jul 2010 782,506
Jul 2011 783,853
Jan 2003 785,160
Jan 2006 785,364
Jan 2004 787,237
May 2003 789,397
Nov 2006 792,523
Jan 2008 793,275
Jul 2009 794,077
Apr 2006 794,390
Mar 2003 797,194
Nov 2005 797,460
Jun 2003 798,351
Dec 2003 798,392
Apr 2008 799,666
Sep 2006 799,777
Dec 2005 802,067
Jan 2007 803,924
Dec 2007 803,981
Nov 2007 804,635
Dec 2006 805,058
Sep 2007 805,076
Jan 2005 807,338
Apr 2007 809,663
Sep 2005 814,935
Oct 2002 815,032
Jun 2008 815,936
Mar 2008 817,511
Apr 2004 817,899
Oct 2003 818,308
Sep 2004 819,294
Nov 2004 820,048
May 2008 820,130
Jun 2006 820,310
Aug 2008 823,531
Mar 2006 823,793
May 2006 824,051
Oct 2006 828,218
Mar 2007 830,373
Aug 2003 830,737
Oct 2005 831,265
Jul 2003 831,619
Jun 2007 832,163
May 2004 833,350
Mar 2004 834,476
Dec 2004 836,232
Jun 2004 836,916
Apr 2005 838,122
Oct 2007 841,179
May 2007 844,074
Jul 2008 844,755
Jul 2006 852,114
Oct 2004 861,291
Jun 2005 863,422
Jul 2007 863,659
Aug 2006 866,551
Mar 2005 866,593
Jul 2004 871,049
Aug 2007 872,349
May 2005 872,961
Aug 2004 882,979
Jul 2005 887,084
Aug 2005 890,938

In: Statistics and Probability

You are the account manager in charge of Internet advertising at Impact Sales. Spending on Internet...

You are the account manager in charge of Internet advertising at Impact Sales. Spending on Internet advertising has increased steadily over the last few years and you predict the growth will continue.

) Do you think a linear model is appropriate for this data? Explain clearly.

f) Find a quadratic model for this data since 2000.

g) Which model better fits your data? Support your answer with a scatter plot of the data and both models on the same set of axis.

h) Using the quadratic model what is the average rate of change between 2002 and 2004?

i) As the account manager what would you budget for Internet advertising in 2008?

TABLE:

Year Internet Advertising Spending (Billions)

2001 0

2002 0.3

2003 0.8

2004 1.9

2005 3

2006 4.3

2007 5.8

In: Advanced Math

Are the following items included in GDP? If they are not, briefly (1 sentence) explain why...

Are the following items included in GDP? If they are not, briefly (1 sentence) explain why they are not.

  1. Delta sells one of its existing airplanes to Korean air.
  2. A California winery produces a bottle of Chardonnay and sells it to a customer in Montreal, Canada
  3. An American buys a bottle of French perfume.
  4. A college student buys pizza for dinner.

Bagels

DVDs

Pizza

Year

Price

Q

Price

Q

Price

Q

2002

10

900

10

100

15

2

2003

10.5

1000

12

105

16

2

2004

12

1050

14

110

17

3

  1. Nominal GDP in 2003                ________________
  2. Nominal GDP in 2004                ________________
  3. Real GDP in 2003                      ________________
  4. Real GDP 2004                          ________________

In: Economics

Year Number of Alternative-Fueled Vehicles in US 2000 394,664 2001 425,457 2002 471,098 2003 533,999 2004...

Year

Number of Alternative-Fueled Vehicles in US

2000

394,664

2001

425,457

2002

471,098

2003

533,999

2004

565,492

2005

592,125

2006

634,562

2007

695,766

3. Find the correlation and regression lines for the data above.

r=

LinReg(ax+b)=

In: Statistics and Probability

Estimate a linear time trend for the Netflix data using data for the period 2000Q1 ......

Estimate a linear time trend for the Netflix data using data for the period 2000Q1 ... Estimate a linear time trend for the Netflix data using data for the period 2000Q1 to 2008Q4. a. Carry out a preliminary analysis of the data including a line fit plot and interpret your results. b. Test whether the slope is significantly different from zero, using alpha = 0.05. c. Compute S and R2 and interpret the results. d. Compute point forecasts for sales in each quarter of 2009. e. Comment upon your results. Note: you can use Regression under the Data Analysis tool in Microsoft Excel.

Year Quarter QtrNum Quarterly Sales
2000 1 1 5.17
2000 2 2 7.15
2000 3 3 10.18
2000 4 4 13.39
2001 1 5 17.06
2001 2 6 18.36
2001 3 7 18.88
2001 4 8 21.62
2002 1 9 30.53
2002 2 10 36.36
2002 3 11 40.73
2002 4 12 45.19
2003 1 13 55.67
2003 2 14 63.19
2003 3 15 72.20
2003 4 16 81.19
2004 1 17 99.82
2004 2 18 119.71
2004 3 19 140.41
2004 4 20 140.66
2005 1 21 152.45
2005 2 22 164.03
2005 3 23 172.74
2005 4 24 193.00
2006 1 25 224.13
2006 2 26 239.35
2006 3 27 255.95
2006 4 28 277.23
2007 1 29 305.32
2007 2 30 303.69
2007 3 31 293.97
2007 4 32 302.36
2008 1 33 326.18
2008 2 34 337.61
2008 3 35 341.27
2008 4 36 359.94
2009 1 37 394.1
2009 2 38 408.59
2009 3 39 423.12
2009 4 40 444.19

In: Statistics and Probability

     Meadows Laboratories holds a valuable patent for a “gazak”. The history of costs      associated...

     Meadows Laboratories holds a valuable patent for a “gazak”. The history of costs

     associated with the “gazak” are as follows.

           Date                 Activity          Cost

     2000 – 2001     Research conducted to develop “gazak”                       $117,000

     Mar. 2002         Design and construction of a prototype                             81,500

     Oct. 2002          Testing simulations                                                           36,750

     Feb. 2003         Redesigning based on simulation results                         41,250

     Apr. 2004          Legal fees paid for patent granted May, 2004                   69,955

     May. 2008         Legal fees paid to successfully defend patent                  23,205

     Jan. 2010          Research aimed at modifying the “gazak” design             17,500

     Oct. 2013          Legal fees paid to successfully defend patent                  11,240

     Meadows assumed a useful life of 17 years for the patent in May, 2004. On January

     1, 2012, it revised its useful life estimate downward to 6 remaining years.

     Amortization is computed for a full year if the cost is incurred prior to July 1, and no

     amortization for the year if the cost is incurred after June 30. The company’s year

     ends December 31.

Instructions – Compute the carrying value of the “gazak” on each of the following dates:

  1. December 31, 2005
  2. December 31, 2008
  3. December 31, 2011
  4. December 31, 2013
  5. December 31, 2015

In: Accounting

a. In 2002 to 2004, there were 4948 Ontario residents applied to the province’s medical schools....

a. In 2002 to 2004, there were 4948 Ontario residents applied to the province’s medical schools. Of these 4948 applicants, 4588 were from urban areas and the rest were from rural areas. Statistics Canada reported that 13% of the Ontario’s population live in rural areas. Do the data suggest that rural students were underrepresented among the applicants for this two-year period? Perform the test at the significance level of 0.01.

b. Assume a sample (x1, . . . , xn) from a normal population with mean µ and a known variance σ02. A researcher is interested in testing if the true population mean is greater than µ0. Find the range of the sample mean x̅ such that the researcher will reject the null hypothesis at 5% level of significance.

c. The result in part (b) is known as the rejection region. It is given to you that from a given sample, we have n = 25, σ02 = 4 and the rejection region obtained in part (b) is x̅ > 1.658. What is the chance of a sample mean falling in the rejection region if the true µ is 2?

In: Statistics and Probability

year Percentage 2000 28 2001 32 2002 37 2003 43 2004 47 2005 52 2006 56...

year Percentage
2000 28
2001 32
2002 37
2003 43
2004 47
2005 52
2006 56
2007 58
2008 61
2009 66
Forecast the percentage of tax returns that will be electronically filed for 2010 using exponential smoothing with trend adjustment. Set

alphaα =0.5 and β=0.6

In: Math

On January 1, 2005, Eden Ventures, Inc., received a three-year, $1 million loan with interest payments...

On January 1, 2005, Eden Ventures, Inc., received a three-year, $1 million loan with interest payments due at the end of each year and the principal to be repaid on December 31, 2004. The interest rate for the first year is the prevailing market rate of 9 percent, and the rate each succeeding year will be equal to the prevailing market rate on January 1 of that year. Eden also entered into an interest rate swap agreement related to this loan. Under the terms of the swap agreement, in the years 2003 and 2004, Eden will receive a swap payment based on the principal amount of $1 million. If the January 1 interest rate is greater than 9 percent, Eden will receive a swap payment for the difference; and if the January 1 interest rate is less than 9 percent, Eden will make a swap payment for the difference. The swap payments are made on December 31 of each year. On January 1, 2003, the interest rate is 8 percent, and on January 1, 2004, the interest rate is 12 percent.

Requirements :
Make the journal entries for the interest rate swap on Eden's Books at the dates shown below ( assume the interest rate swap is not designated as hedging instrument) ignore the hedged item, example, the loan). For purposes of estimating future swap payments,assume that the current interest rate is the best forecast of the future interest rate ( round all entries to the nearest dollar)

1.) Januart 1, 2002
2.) December 31, 2002
3.) December 31, 2003
4.) December 31, 2004

In: Accounting