Day Mortality as % of control per Abbot (1929) Day % Mortality Control Oil 11.1111 25 14.29 4 33.33333 70 Time (Days) Time (Days) 2. 3. Mortality Corrected for Control (%) 12 3. Mortality (%)

Case Studies In Health Information Management
3rd Edition
ISBN:9781337676908
Author:SCHNERING
Publisher:SCHNERING
Chapter7: Healthcare Statistics And Research Methods
Section: Chapter Questions
Problem 7.14.3C
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What is the purpose of using Abbot's Control Correction formula?

Analyze the data of the two graphs. Compare and contrast

Graph 1 (left)- shows the %mortality of control and oil

Graph 2 (right)- shows the %mortality of control using Abbot's correction

Day
Mortality as % of control per Abbot (1929)
Day
% Mortality
Control
Oil
1
1
10
20
2
2
20
40
3
3
30
40
4
4
40
60
5
5
80
80
80
70
. 60
50
60
6 40
• Co ntrol
30
• Oil
20
10
10
0
1
1
2
Time (Days)
Time (Days)
Mortality (%)
67
Mortality Corrected for Control (%)
3.
Transcribed Image Text:Day Mortality as % of control per Abbot (1929) Day % Mortality Control Oil 1 1 10 20 2 2 20 40 3 3 30 40 4 4 40 60 5 5 80 80 80 70 . 60 50 60 6 40 • Co ntrol 30 • Oil 20 10 10 0 1 1 2 Time (Days) Time (Days) Mortality (%) 67 Mortality Corrected for Control (%) 3.
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