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do you have this one in your archives? its for hdur.sav
IN SPSS Download the data set hdur.sav and use SPSS to complete the following calculations.
1) Fit a multiple linear regression model for predicting the hospital duration using age, sex, body temperature, white blood cell counts, antibiotic use, blood culture and service (medication vs. surgery). Using a cut-off value of 0.10 to assess the significance of the predictors. Identify all significant predictors.
2) Assess the model fit for the multiple linear regression model using appropriate statistics and graphics.
3) Assess the assumptions of linear regression in this data using appropriate statistics and graphics.
4) Identify outliers and influential observations using appropriate statistics that can be generated in SPSS. (Hint: You need to do your own research because this is not covered in the textbook or lectures).
I've started it, but I want to make sure I'm on the right track. Hopefully you can help. It's due by midnight tonight.
-Jerel
Submitted: 181 days and 10 hours ago.
Category: Math
Value: $15
Status: AWAITING CUSTOMER ACTION
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Optional Information
Level: graduate; Subject: biostatistics
Already Tried:
running analyze regression, analyze descriptive statistics, analyze correlation, analyze compare means one way anova. kind of stumped in deciding how to answer the questions.
Posted by
Greg
181 days and 10 hours ago.
Info Request
Alas. No. And my version of SPSS has expired. If you want to send the output and what you've done so far, though, I'd be happy to give it a look and check for errors.
181 days and 10 hours ago.
Reply
1) Fit a multiple linear regression model for predicting the hospital duration using age, sex, body temperature, white blood cell counts, antibiotic use, blood culture and service (medication vs. surgery). Using a cut-off value of 0.10 to assess the significance of the predictors. Identify all significant predictors.
Descriptive Statistics
N Minimum Maximum Mean Std. Deviation
Durration of hospitalization 25 3 30 8.60 5.715
age 25 4 82 41.24 20.102
sex 25 1 2 1.56 .507
Body temp 25 96.8 99.5 98.308 .6812
White blood cell count taken 25 3 14 7.84 3.210
Antibiotic use 25 1 2 1.72 .458
Blood culture 25 1 2 1.76 .436
serv 25 1 2 1.64 .490
Valid N (listwise) 25
Descriptives
N Mean Std. Deviation Std. Error 95% Confidence Interval for Mean Minimum Maximum
Lower Bound Upper Bound
Durration of hospitalization 0&n bsp; 16 7.19 3.103 .776 5.53 8.84 3 14
1 9 11.11 & nbsp; 8.298 2.766 4.73 17.49 3 30
Total 25 8.60 5.715&nb sp; 1.143 6.24 10.96 3 30
age 0 &nbs p;16 34.69 20.480 5.120 23.77 45.60 4 82
1 9 52.89& nbsp; 13.688 4.563 42.37 63.41 30 73
Total 25 41.24   ; 20.102 4.020 32.94 49.54 4 82
sex& nbsp; 0 16 1.44 .512 .128 1.16 1.71 1 2
1 9 1.78 .441 .147 1.44 2.12 1 2
Total 25 1.56 .507 .101 1.35 1.77 1 2
Body temp 0 16 98.400 .6335 .1584 98.062 98.738 96.8 99.5
1 &nbs p; 9 98.144 .7699 .2566 97.553 98.736 97.0 99.5
Total 25 98.308 & nbsp;.6812 .1362 98.027 98.589 96.8 99.5
White blood cell count taken 0 16 8.75 3.587 &nb sp; .897 6.84 10.66 3 14
1 &nbs p; 9 6.22 1.481 .494 5.08 7.36 4 8
Total 25 7.84 3.2 10 .642 6.51 9.17 3 14
Antibiotic use 0 16 1.69 &n bsp; .479 .120 1.43 1.94 1 2
1 9 1.78 .441 .147 1.44 2.12 1 2
Total 25 1.72 &n bsp; .458 .092 1.53 1.91 1 2
Blood culture 0 16   ;1.81 .403 .101 1.60 2.03 1 2
1 9 1.67 & nbsp; .500 .167 1.28 2.05 1 2
Total 25 1.76 .436 .087 1.58 1.94 1 2
ANOVA
Sum of Squares df Mean Square F Sig.
Durration of hospitalization Between Groups 88.674 1 88.674 2.933 .100
Within Groups 695.326 23 30.232
Total 784.000 24
age Between Groups 1908.234 1 1908.234 5.634 .026
Within Groups 7790.326 23 338.710
Total 9698.560 24
sex Between Groups .667 1 .667 2.793 .108
Within Groups 5.493 23 .239
Total 6.160 24
Body temp Between Groups .376 1 .376 .804 .379
Within Groups 10.762 23 .468
Total 11.138 24
White blood cell count taken Between Groups 36.804 1 36.804 4.020 .057
Within Groups 210.556 23 9.155
Total 247.360 24
Antibiotic use Between Groups .047 1 .047 .216 .646
Within Groups 4.993 23 .217
Total 5.040 24
Blood culture Between Groups .122 1 .122 .635 .434
Within Groups 4.438 23 .193
Total 4.560 24
2) Assess the model fit for the multiple linear regression model using appropriate statistics and graphics.
3) Assess the assumptions of linear regression in this data using appropriate statistics and graphics.
4) Identify outliers and influential observations using appropriate statistics that can be generated in SPSS. (Hint: You need to do your own research because this is not covered in the textbook or lectures).
I just copied and pasted from what I have so far in my word document. I hope it helps. Tips on how to properly retrieve data on spss using the right menu buttons would be helpful.
_Jerel
Accepted Answer
Great! Here's how I'd answer it:
2) Assess the model fit for the multiple linear regression model using appropriate statistics and graphics.
In this case, you mainly want to look at your predictors to see what ones you should use. Anything with a "sig" (p-value) of less than 0.1, you want to keep. So, you would eliminate everything but age and white blood cell count taken. Those are the only significant predictors of hospital stay. Everything else can be eliminated.
I'm assuming here that your teacher will want you to remove these variables and then run the regression again without them. This is what you would do in real life, but you might get clarification as the instructions do not ask you to do this.
3) Assess the assumptions of linear regression in this data using appropriate statistics and graphics.
For this, you want 2 plots. You want a residual plot. In that plot, you're going to look for patterns. What you want to see is a random scattering of points. If you see a pattern then either you probably have a non-constant variance problem or a non-independent residuals problem.
The second plot is either a Q-Q plot (sometimes called a P-P plot) or a histogram on the residuals. Another of the assumptions is normality. So in the Q-Q plot, you're looking for the points to be in a straight line. If you're looking at a histogram, you'll want to look for that bell-shape.
4) Identify outliers and influential observations using appropriate statistics that can be generated in SPSS. (Hint: You need to do your own research because this is not covered in the textbook or lectures).
I don't know how to make SPSS do this. I'm afraid I'm not too helpful here. I don't often use SPSS.
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Let me know if you have questions. I'm happy to clarify any details!
Expert:
Greg
Pos. Feedback:
99.6 %
Accepts:
Answered:
5/25/2009
Graduate Student
I teach math and statistics at a college level as a graduate teaching assistant
181 days and 8 hours ago.
Reply
the data I sent you, was that close to what i'm suppose to be looking for? will i need to run ANOVA, regression, correlation tests?
-Jerel
Posted by
Greg
181 days and 8 hours ago.
Answer
You're on the right track. You already have an ANOVA table (that comes with the regression). The correlation also comes with the regression analysis. The output that you have should be sufficient. You just need to figure out how to make SPSS tell you about unusual observations.
Make sense?
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