Calculate the edd accuracy rate

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Reference no: EM133044263

Calculate the EDD Accuracy rate.  Next calculate the mean of the EDD accuracy rate and use this mean to construct a control chart.  Display your chart.  Assume that Farrell Memorial implemented a process change or intervention in week 20.

Farrell Memorial

Week 

Estimated Discharged that were Actually Discharged (EDAD)

Potential Discharges (PD)

EDD Accuracy

(EDAD/PD)

1

80

374

 

2

109

530

 

3

160

577

 

4

169

569

 

5

153

583

 

6

162

563

 

7

165

564

 

8

163

564

 

9

180

602

 

10

153

624

 

11

141

623

 

12

166

601

 

13

167

570

 

14

155

525

 

15

185

602

 

16

179

613

 

17

173

613

 

18

160

515

 

19

198

571

 

20

202

621

 

21

191

583

 

22

195

569

 

23

222

619

 

24

204

623

 

25

210

651

 

26

210

567

 

27

182

550

 

28

192

565

 

29

207

578

 

30

222

532

 

31

235

614

 

32

272

645

 

33

267

618

 

34

248

571

 

35

290

657

 

36

248

577

 

37

286

646

 

38

262

578

 

39

271

600

 

Question:  Is the process in control or out of control? In this particular case is this good or bad? Does the implemented process change appear to be effective or not?  What recommendations (if any) would you provide to the hospital based on the control chart analyses?  After comparing control charts from Penner Memorial Hospital in the SCORM and Farrell Memorial Hospital in this problem set, what take home messages do you think are important for anyone studying control charts to remember?

Reference no: EM133044263

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