Need to answer four question.
Q
1
.
Identify patients in the table below who could serve as matched controls for the highlighted cases. Blanks indicate that the patient did not experience a fall in the time period. Select controls based on the lowest random number. Match on age. Show your calculations.
Patient ID |
Received Intervention |
Age |
Months to Fall |
Random Number |
||||||||||||
Observation Period |
Follow-up Period |
|||||||||||||||
1 |
Yes |
6 4 |
|
3 |
0. 2 4 |
|||||||||||
2 |
No |
62 |
0.46 |
|||||||||||||
81 |
0.64 |
|||||||||||||||
4 |
74 |
0.88 |
||||||||||||||
5 |
78 |
0.07 |
||||||||||||||
6 |
63 |
0.19 |
Q2.
1. What is the expected length of stay for
Dr. Smith
’s patients in the matrix below?
Clinician |
Patient Diagnosis |
Avg LOS (days) |
|
Dr. Smith |
Previous MI(35%) |
MI-CHF(22%) |
6.5 |
MI- No CHF |
BP<90(65%) |
3.8 |
|
BP>90 |
5.2 |
||
No Previous MI |
CHF( 60% ) |
BP<90(80%) |
3.1 |
4.8 |
|||
No CHF |
BP<90(30%) |
2.1 |
|
4.0 |
Q3.
1. Given the following information about a project, calculate the earned value, cost variance, schedule variance, and cost performance index for weeks one and two. Calculate the Estimate to Completion. Make a plot of planned, actual, and earned values. Show the Estimate At Completion on the plot.
Week One |
Week Two |
Week Ten (End) |
|
Rate of performance |
60% |
85% |
|
Planned value |
$10,000 |
$35,000 |
$140,000 |
Actual cost |
$18,000 |
$27,000 |
Q4.
Create a Gantt Chart for the following project, and show the Gantt Chart below. Set a start date of September 1, 2018. Assume that work can be done 5 days per week, with no work done on Saturdays or Sundays. Identify the Critical Path. When will the project be completed?
Task Number
Activity
Immediate Precedence
Task Duration (Days)
1.
Strategic Planning Phase
none
20
2.
Team Orientation
1
28
3.
Software Configuration
2
60
4.
Testing
3
20
5.
Training
2
10
6.
Facility Modification
1
45
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